From 0b6da48df9e9c7d29702fea3a3a0fc25be8bcf39 Mon Sep 17 00:00:00 2001 From: Duncan Date: Tue, 5 Jul 2016 16:09:25 -0400 Subject: [PATCH] Major edits and cuts. Addition of images for wireless transmitter design examples. Issue: Still have references on page 17 --- AADLSecPaper.tex | 157 +++++++++++++++++++------------ images/encrypted_transmitter.png | Bin 0 -> 736920 bytes 2 files changed, 95 insertions(+), 62 deletions(-) create mode 100644 images/encrypted_transmitter.png diff --git a/AADLSecPaper.tex b/AADLSecPaper.tex index e30d201..5079afb 100644 --- a/AADLSecPaper.tex +++ b/AADLSecPaper.tex @@ -108,7 +108,7 @@ methodologies and techniques %(e.g. Platform Based Design) that aid in the development and improvement of security modeling approaches. For example, Platform-based design~\cite{Vincentelli2007} is a prime example of how one can take the functional space (including security requirements) and the architectural space (components and capabilities) and develop a mapping function that can produce solutions to a given design problem. As shown in Figure~\ref{fig:recursivePBD}, one can then take the mapped solution and use this as the new functional (or architectural) space for the next iteration of solution mapping. \begin{figure} - \includegraphics[width=\textwidth]{./images/recursivePBD.png} + \includegraphics[height=6.5cm,width=\textwidth]{./images/recursivePBD.png} \caption{Visualization of Recursive PBD Model~\cite{Vincentelli2007}} \label{fig:recursivePBD} \end{figure} @@ -117,7 +117,7 @@ In order to use a design process such as this, we need to be able to have metric How does one begin to place metrics on an arbitrary measure like security risk? Risk is generally treated as a probability that an event will occur. To define risk from an embedded systems security modeling standpoint, one must first determine how to define risk in a meaningful manner, and how to then apply this metric to the situation that involved said `security risk' (more on this topic will be explored in Section~\ref{sec:riskDefinition}). Quantitative aspects of security will be relatively simple to incorporate with risk calculations. How does one define qualitative aspects of security? One method that can be used to assign a quantitative value to a qualitative property is to use a relative ranking system to scale all available solutions from a 0.00 -{}- 1.00 scale as explored by Ferrante et.~al.~\cite{Ferrante2013}. -First this paper will need to develop a verification and selection process for taking all of the cataloged information and possible solutions \& compare and contrast solutions that meet user-defined security requirements while categorizing solutions that are maintaining within external constraints and the capabilities of the architectural components being used to produce a best fit; measured by this paper's verification and selection process (Section~\ref{sec:riskDefinition}. To begin this approach, one will first need to define the constraints of the system, describe the considerations that must be taken into account, and standardize a method by which an individual can produce a comparable metric for generated embedded system security model designs (Seciton~\ref{sec:framework}). In the following Sections, this paper will produce examples of the verification and selection process (Seciton~\ref{sec:simpleExample}), then expand the discussion to include additional considerations (e.g. physical, adversarial). Lastly the paper will speak to some last, larger, considerations followed by the conclusions and future work towards producing an adversarial risk-based approach to embedded systems security modeling. +First this paper will need to develop a verification and selection process for taking all of the cataloged information and possible solutions \& compare and contrast solutions that meet user-defined security requirements while categorizing solutions that are maintaining within external constraints and the capabilities of the architectural components being used to produce a best fit; measured by this paper's verification and selection process (Section~\ref{sec:riskDefinition}). To begin this approach, one will first need to define the constraints of the system, describe the considerations that must be taken into account, and standardize a method by which an individual can produce a comparable metric for generated embedded system security model designs (Seciton~\ref{sec:framework}). In the following Sections, this paper will produce examples of the verification and selection process (Seciton~\ref{sec:simpleExample}), then expand the discussion to include additional considerations (e.g. physical, adversarial). Lastly the paper will speak to some last, larger, considerations followed by the conclusions and future work towards producing an adversarial risk-based approach to embedded systems security modeling. %\section{Motivation and Related Work} %Work has been made to describe behavior, errors, some security properties in terms of verification and validation within the AADL language. These developments have occurred in a variety of annexes, most recently the security annex extensions and alterations that have been occurring throughout the summer of 2016~\cite{AADLSecAnnex,AADLSecAnalysis}. Attempts are always being made to improve AADL and incorporate more in the description and detail of the language. Recent work includes the definition of specific security-based properties, ranging from `AccessProteciton' to security level definitions to even such extensive work as defining all the different aspects of encryption (shown in Listing~\ref{lst:AADLSecEncryption}). @@ -145,18 +145,21 @@ First this paper will need to develop a verification and selection process for t With all the work towards describing and defining security modeling aspects, there is a need to develop a method for calculating `estimation metrics' that can be used to compare and contrast generated solutions. To even begin development of these metrics, one needs to be able to account for a `security metric' that can represent differing solutions, algorithms, methods for tackling security concerns and requirements. %This `security metric' value should be `relatively deterministic'. What this paper means it that the values calculated should be deterministic, but that this deterministic nature will originate from a scaling, or ranking, that is `relative' to the capabilities of the security aspect being examined (e.g. ranking encryption techniques~\cite{Ferrante2013}). Further more, -These metrics must eventually all have the same basic `unit of measure', thus allowing for a relevant interpretation of developed metrics and calculated values for various security solution implementation designs. The easiest is a monetary amount (USD). Since everything carries some weight of time (development, testing, production, design), then at some point one will need to convert a unit-less metric to a time metric to a monetary metric. To better describe these security models from a financial standpoint, it might be advantageous to have the final estimation metric be represented with a money over time unit of measurement. +These metrics must eventually all have the same basic `unit of measure', thus allowing for a relevant interpretation of developed metrics and calculated values for various security solution implementation designs. +%The easiest is a monetary amount (USD). Since everything carries some weight of time (development, testing, production, design), then at some point one will need to convert a unit-less metric to a time metric to a monetary metric. +To better describe these security models, since all aspects carry some weight of time (development, testing, production, design), it would be advantageous to have the final estimation metric represented with a money over time unit of measurement. % Add in an image of the drawing from the bulletjournal on the process \begin{figure} - \centering\includegraphics[height=6cm]{./images/aadl_security_framework.png} + \centering\includegraphics[height=6cm,width=0.8\textwidth]{./images/aadl_security_framework.png} \caption{Visualization of Security Design Framework} \label{fig:AADLSecFrame} \end{figure} -Section~\ref{sec:framework} will propose a security design framework that can be used for applying a -verification and selection process by which a set of risk-based equations can be used to assign metrics to -developed embedded system security models. The proposed design framework in Figure~\ref{fig:AADLSecFrame} would +%Section~\ref{sec:framework} will propose a security design framework that can be used for applying a +%verification and selection process by which a set of risk-based equations can be used to assign metrics to +developed embedded system security models. +The proposed design framework in Figure~\ref{fig:AADLSecFrame} would require the following steps to take place: \begin{enumerate} \item Creation of a low-level component library that would contain normal and secure version implementations of each base component within the architectural space used for model generation. @@ -178,18 +181,25 @@ that a relatively deterministic formula can be used to obtain a meaningful metri \label{sec:riskDefinition} % Risk traditionally defined Risk is generally defined as the potential of gaining or losing something of value. Value can be seen as physical health, emotional well-being, financial wealth, etc. Another definition of risk involves viewing risk -as an intentional interaction made with some uncertainty. In this scenario, uncertainty is defined as a potential, unpredictable, and uncontrollable outcome; risk is seen as a consequence of action taken in spite of some given uncertainty. Depending on the point-of-view of the individual measuring risk, its definition and application can vary a significant amount. For example, risk can be the analysis of expected loss %(as shown in Equation~\ref{equ:expectedLoss}). -Risk is not a certainty of an event occurring, but a probability that it will happen. But to develop an equation for risk one must first define the potential of events and the losses that could be incurred. Possibility, in risk, depends on two aspects: (1) threat and (2) vulnerability ~\cite{Ferrante2013}. Threat is defined as the cause of risk (e.g. fire, kidnapping, leakage of sensitive information, etc.). Vulnerability is defined as the exiting flaw or weakness which can be exploited and result in an accident. The concept of risk states that risk may result in losses for an agent, user, company, etc. Losses occur because of the consequences of an accident (defined as Impact). Depending on the impacted asset, `Impact' may be defined as a tangible (e.g. loss of revenue or financial penalties) or as intangible (e.g. loss of productivity or loss of reputation)~\cite{Mukhopadhyay2013}. An `asset' can be defined as anything valuable to a user or organization or company. An asset can be (1) a physical object, (2) secrete information, (3) business goal, etc. As mentioned earlier, risk requires an element of probability, meaning that the probability value acts as a 0.00 -{}- 1.00 scale weight. Putting everything together, risk is generally represented as follows: +as an intentional interaction made with some uncertainty. In this scenario, uncertainty is defined as a potential, unpredictable, and uncontrollable outcome; risk is seen as a consequence of action taken in spite of some given uncertainty. Depending on the point-of-view of the individual measuring risk, its definition and application can vary a significant amount. +%For example, risk can be the analysis of expected loss %(as shown in Equation~\ref{equ:expectedLoss}). +%Risk is not a certainty of an event occurring, but a probability that it will happen. +But to develop an equation for risk one must first define the potential of events and the losses that could be incurred. Possibility, in risk, depends on two aspects: (1) threat and (2) vulnerability ~\cite{Ferrante2013}. Threat is defined as the cause of risk (e.g. fire, kidnapping, leakage of sensitive information, etc.). Vulnerability is defined as the existing flaw or weakness which can be exploited and result in an accident. The concept of risk states that risk may result in losses for an agent, user, company, etc. Losses occur because of the consequences of an accident (defined as Impact). Depending on the impacted asset, `Impact' may be defined as a tangible (e.g. loss of revenue or financial penalties) or as intangible (e.g. loss of productivity or loss of reputation)~\cite{Mukhopadhyay2013}. An `asset' can be defined as anything valuable to a user or organization or company. An asset can be (1) a physical object, (2) secrete information, (3) business goal, etc. As mentioned earlier, risk requires an element of probability, meaning that the probability value acts as a 0.00 -{}- 1.00 scale weight. Putting everything together, risk is generally represented as follows: \begin{equation} \label{equ:riskDefinition} Risk = Probability * Impact \end{equation} % Define Risk for this paper -For the purpose of this paper, risk will be represented as a combination of probability and impact (as shown in Equation~\ref{equ:riskDefinition}). The reason for this interpretation is that from a security lens, it is much easier to quantify probability and impact. In addition to these, this paper develops a methodology for evaluating design choices based on impact (risk), cost of the design, and also incorporating the attacker's side of examining any given embedded system. Without a proper method for defining risk and cost models, one can not verify, evaluate, compare, and contrast designs in a relevant and worthwhile manner. +For the purpose of this paper, risk will be represented as a combination of probability and impact (as shown in Equation~\ref{equ:riskDefinition}). +%The reason for this interpretation is that from a security lens, it is much easier to quantify probability and impact. +In addition to these, this paper develops a methodology for evaluating design choices based on impact (risk), cost of the design, and also incorporating the attacker's side of examining any given embedded system. Without a proper method for defining risk and cost models, one can not verify, evaluate, compare, and contrast designs in a relevant and worthwhile manner. % Differences can occur when assessing risk depending on the point of view of the individual -Summarizing, risk is a combination of (1) a threat, (2) a vulnerability, (3) an impact. Complications in -security risk identification can come from a lack of experience and standards or due to the evolution of a system. The first comes the fact that defining `security risk' is still novel and does not have standardized procedures for dealing within the cyber-modeling domain. The second issue originates from the fact that computer systems evolve quickly over time. The system within an organization can change quickly with new technologies appearing very often; changing the landscape of `cyber risks' and other cyber-domain concerns. Risk can be assessed differently based on how it is examined. Depending on where uncertainties originate from, how impacts of actions are measured, and how these variables interact with each other, different variations of risk equations can be developed. To further complicate possible risk calculations, the equation for interpreting risk can differ based on the role of the individual measuring said risk. What may be a calculated risk to a defender, could prove to be advantageous to an attacker by causing less risk of being observed or even allow for +%Summarizing, risk is a combination of (1) a threat, (2) a vulnerability, (3) an impact. +Complications in +security risk identification can come from a lack of experience and standards or due to the evolution of a system. The first comes the fact that defining `security risk' is still novel and does not have standardized procedures for dealing within the cyber-modeling domain. Secondly, the system within an organization can change quickly with new technologies appearing very often; changing the landscape of `cyber risks' and other cyber-domain concerns. +%Risk can be assessed differently based on how it is examined. +Depending on where uncertainties originate from, how impacts of actions are measured, and how these variables interact with each other, different variations of risk equations can be developed. To further complicate possible risk calculations, the equation for interpreting risk can differ based on the role of the individual measuring said risk. What may be a calculated risk to a defender, could prove to be advantageous to an attacker by causing less risk of being observed or even allow for less risky attacks to be performed against a system. Another example would be that heavy security implementation may cause a larger risk value for an attacker, but would produce a minimal risk value for the defender of the same system. Further examination of attack and defense considerations will be continued in @@ -204,27 +214,32 @@ One can measure risk from the probability of a failure of a given component (e.g % Incorporating security into risk calculations Different methods by which security can be incorporated into risk management include: as a weight representing implementation of security solutions, as a probability that a security concern is met or attacked, the -possibility of a security failure, etc. Given all these variations, how can one define security in a meaningful and relatively deterministic manner? The first part that needs to be tackled is why is `relatively' good enough for this security metric? The reason that a degree of `relativity' is required for developing a security metric, is that security changes and evolves over time, meaning that the algorithms and methodologies will transform and improve over time. This change means that the measurement for security must remain important relative to the existing security solution space. The reason that this value can not be fully deterministic is that security is constantly progressing and improving, meaning that any deterministic nature in the calculation of a security metric must also account for this change over time. Ideally embedded system security modeling should have more deterministic interpretations of generated security solutions, but at the current point this is not realistically achievable. Security levels can also be interdependent depending on implementation and scenario/situation. +possibility of a security failure, etc. Security levels can also be interdependent depending on implementation and scenario/situation. +%Given all these variations, how can one define security in a meaningful and relatively deterministic manner? The first part that needs to be tackled is why is `relatively' good enough for this security metric? The reason that +A degree of `relativity' is required for developing a security metric, because security changes and evolves over time, meaning that the algorithms and methodologies will transform and improve over time. This change means that the measurement for security must remain important relative to the existing security solution space. +%The reason that this value can not be fully deterministic is that security is constantly progressing and improving, meaning that any deterministic nature in the calculation of a security metric must also account for this change over time. +Ideally embedded system security modeling should have more deterministic interpretations of generated security solutions, but at the current point this is not realistically achievable. -The purpose of this paper is to propose a method for combining security and risk in a measurable and meaningful manner. Taking the already defined risk equation (i.e. Equation~\ref{equ:riskDefinition}), we move to add in the existence of a `security metric' and `cost weight' to the probability that either a direct or an indirect attack occurs to a given system. +The purpose of this paper is to propose a method for combining security and risk in a measurable and meaningful manner. Taking the already defined risk equation (i.e. Equation~\ref{equ:riskDefinition}), we move to add in the existence of a `security metric' value ($SM$) and impact to the probability that either a direct or an indirect attack occurs to a given system. \begin{equation} \label{equ:securityRisk} - Security Risk = \frac{p_{da} * w_c}{Security Metric} - + \frac{p_{ida} * w_c}{Security Metic} + Security Risk (SR) = \frac{p_{da} * i}{SM} + + \frac{p_{ida} * i}{SM} \end{equation} This can be seen in Equation~\ref{equ:securityRisk}, where the probability aspect of risk is split between the -chance of how exactly an attack will occur. $w_c$ is the cost weight, i.e. the weight assigned to the cost of -the system. %XXX is this the right definition of cost weight? +chance of how exactly an attack will occur. $i$ is the impact, i.e. the cost impact of a event occurring. %XXX is this the right definition of cost weight? $p_{da}$ represents the probability of a direct attack, where direct attack is defined as an event where an attacker directly attempts to brute force a given security mechanism or standard. $p_{ida}$ represents the probability of an indirect attack, where an indirect attacker is one where a malicious user attempts to circumvent existing security by some aspect that is not directly related to the mentioned security implementation. %XXX What is the definition of security metric in the equation? -Once risk has been defined in the scope/lens of examination, one can move develop an `Estimation Metric' that can be compared and contrasted with each other to determine the `value'/`worth' of any given design. However, before these metrics can be developed, one must first determine a framework by which these calculations will be incorporated to allow for a relevant and meaningful interpretation of verification and selection metrics. +Once risk has been defined in the scope of examination, one can develop an `Estimation Metric' that can be compared and contrasted with each other to determine the `worth' of any given design. However, before these metrics can be developed, one must first determine a framework by which these calculations will be incorporated to allow for a relevant and meaningful interpretation of verification and selection metrics. \section{Introducing the Framework} \label{sec:framework} -Now that this paper has presented a meaningful manner of representing security risk as a metric, this paper moves to show that the introduced security framework is an ideal fit for continuing development and improvement of embedded system security modeling techniques and methodologies. What does the proposed framework bring to the table that lacked in previous security framework designs? The new security framework proposed allows for generation of embedded system security models by assuming that the security requirements and architectural component capabilities can be represented in a quantitative manner. With the framework, shown in Figure~\ref{fig:AADLSecFrame}, one can take the risk equations developed in Section~\ref{sec:riskDefinition} and produce a meaningful metric estimation that can be used to compare and contrast varying security model solutions. Combination of the framework's verification process and the risk equations developed is done in the following manner: +Now that this paper has presented a meaningful manner of representing security risk as a metric, this paper moves to show that the introduced security framework is an ideal fit for continuing development and improvement of embedded system security modeling techniques and methodologies. +%What does the proposed framework bring to the table that lacked in previous security framework designs? +The new security framework proposed allows for generation of embedded system security models by assuming that the security requirements and architectural component capabilities can be represented in a quantitative manner. With the framework, shown in Figure~\ref{fig:AADLSecFrame}, one can take the risk equations developed in Section~\ref{sec:riskDefinition} and produce a meaningful metric estimation that can be used to compare and contrast varying security model solutions. Combination of the framework's verification process and the risk equations developed is done in the following manner: \begin{enumerate} \item Define the security requirements and architectural components in a numerically meaningful manner. \item Take these unit-less metrics and apply a `conversion equation' to them in order to produce a meaningful, `monetary unit' based metric. @@ -237,40 +252,45 @@ One complication of this technique is the requirement to create `libraries' for Ideally verification of a design should be done through validation of the requirements that were met, not met, and any additional features that were introduced due to design decisions of the developer. Certain aspects of this verification process are easier to tackle but just have not had the time and effort focused on them. One such aspect is defining security terms in a manner that can be standardized for use. However, although choosing the language to describe security concepts and ideas may be simple, having that language remain flexible and relevant over the course of security's evolution is not as easy. Working towards an effective, rigorous, and standardized security modeling framework verification methodology is something that will not only benefit the security community, but will allow for better representation and understanding in other fields as well (e.g. business). % Development of the verification process -To begin developing the verification and selection process, one needs to create a metric of weights based on the relative importance of any given solution $s_i$ in comparison to solution $s_j$~\cite{Ferrante2013}. The purpose of these weights is to allow for comparison of varying solution elements, relative to each other, as they are used within embedded system security modeling solutions. \textit{Importance}, with respect to the aforementioned `relative importance' matrix, is defined as a ranking that will depend on the case of implementation by a given company/group. Because this value is dependent on the `source' examining a particular security model, the value will be partially arbitrary and partially cost analysis. An other influencing factor could also come from the preference/wheel house of a given company or individual. +To begin developing the verification and selection process, one needs to create a metric of weights based on the relative importance of any given solution $s_i$ in comparison to solution $s_j$~\cite{Ferrante2013}. The purpose of these weights is to allow for comparison of varying solution elements, relative to each other, as they are used within embedded system security modeling solutions. \textit{Importance} is defined as a ranking that will depend on the case of implementation by a given company/group. Because this value is dependent on the `source' examining a particular security model, the value will be partially arbitrary and partially cost analysis. An other influencing factor could also come from the preference/wheel house of a given company or individual. % Explain the work done by Ferrante et. al. -Borrowing from the work of Ferrante et.~al.~ using the Analytical Hierarchy Process (AHP), this paper moves to examine the process developed for producing weights for various security solutions. First, one must create an arbitrary 1-{}-10 ranking of the importance of any given element in comparison to any other elements of the security design model; where 1 is defined that both elements are equally important and 10 is defined that one element is absolutely more important than the other. These values are then inversed to create a matrix of `relative importances' of the various security model elements with respect to each and every other element in the design. Since the elements of the matrix are based on human judgement there is the possibility that inconsistency may exists. Ferrante et.~al.~ did develop equations to recognize these inconsistencies, but further examination of the process is left to the reader. However, not all aspects of security are going to be quantitative, some will be more qualitative and thus more difficult to deterministically produce values for. A rough method of producing quantitative values from qualitative properties was also proposed by Ferrante et.~al.~; by using the weight developed for a given requirement and multiplying this value by a series of binary representations of whether or not a given feature meets the same requirement that the feature in question is attempting to meet. This is represented by the following equation from Ferrante et.~al.'s work~\cite{Ferrante2013}: - -\begin{equation} \label{equ:qualitative} - L_i = \sum_{j=1}^{R} g_j * v_{ji}, i = 1,2,...,S -\end{equation} +Borrowing from the work of Ferrante et.~al.~ using the Analytical Hierarchy Process (AHP), this paper moves to examine the process developed for producing weights for various security solutions. +%First, one must create an arbitrary 1-{}-10 ranking of the importance of any given element in comparison to any other elements of the security design model; where 1 is defined that both elements are equally important and 10 is defined that one element is absolutely more important than the other. These values are then inversed to create a matrix of `relative importances' of the various security model elements with respect to each and every other element in the design. Since the elements of the matrix are based on human judgement there is the possibility that inconsistency may exists. Ferrante et.~al.~ did develop equations to recognize these inconsistencies, but further examination of the process is left to the reader. However, not all aspects of security are going to be quantitative, some will be more qualitative and thus more difficult to deterministically produce values for. A rough method of producing quantitative values from qualitative properties was also proposed by Ferrante et.~al.~; by using the weight developed for a given requirement and multiplying this value by a series of binary representations of whether or not a given feature meets the same requirement that the feature in question is attempting to meet. This is represented by the following equation from Ferrante et.~al.'s work~\cite{Ferrante2013}: +% +%\begin{equation} \label{equ:qualitative} +% L_i = \sum_{j=1}^{R} g_j * v_{ji}, i = 1,2,...,S +%\end{equation} % XXX what are the L, R, g, and v values? -One must note that there are essentially two values being spoken about in the work by Ferrante et.~al.~; first is the generation of a security metric (named security level) and second generation of a weight metric. The creation of the `security level' metric is a simple mapping of some physical property to a 0.00 -{}- 1.00 scale with 1 being the highest possible security level. Once one has created these `relativity matrix' and `security level' metrics, these values can be used to produce security metrics about a given embedded systems security model design. +One must note that there are essentially two values being spoken about in the work by Ferrante et.~al.~; first is the generation of a security metric (named security level) and second generation of a weight metric. The creation of the `security level' metric is a simple mapping of some physical property to a 0.00 -{}- 1.00 scale with 1 being the highest possible security level. Once one has created these weight and security level (SL) metrics, these values can be used to produce security metrics about a given embedded systems security model design. % Introducing the Security Metric equation -The next consideration is how does one take these produced values and develop a meaningful equation for generating a comparable metric. Following the examination of the work by Ferrante et.~al.~, their definition of `security level' is as follows: +The next consideration is how does one take these produced values and develop a meaningful equation for generating a comparable metric. Following the examination of the work by Ferrante et.~al.~, their definition of `security metric' is as follows: \begin{multline} \label{equ:securityMetric} - `Security Metric' (Security Level) = \\ -weight_{element 1} * Security Level_{element 1} \\ -+ weight_{element 2} * Security Level_{element 2} \\ -+ {...} + weight_{element n} * Security Level_{element n} + Security Metric (SM) = \\ +weight_{elem1} * SL_{elem1} ++ weight_{elem2} * SL_{elem2} \\ ++ {...} + weight_{elemN} * SL_{elemN} \end{multline} -Each `element', in Equation~\ref{equ:securityMetric}, can describe different algorithms, elements, properties, and capabilities of the different components of a system or device. It is worth noting that this equation is not necessarily limited to a single use within entire process. This same style can be used at higher level abstractions of the same design to produce an overall security metric representing a larger system of components. Harking back to our discussion of risk, the following is an example of calculating aggregated security metrics of a system (i.e. network security): +Each `element', in Equation~\ref{equ:securityMetric}, can describe different algorithms, elements, properties, and capabilities of the different components of a system or device. +%It is worth noting that this equation is not necessarily limited to a single use within entire process. +This same style can be used at higher level abstractions of the same design to produce an overall security metric representing a larger system of components. Harking back to our discussion of risk, the following is an example of calculating aggregated security metrics of a system (i.e. network security): \begin{multline} \label{equ:overallSecMet} - `Overall Security Metric' = weight_{anti-virus} * Security Metric_{anti-virus} \\ -+ weight_{firewall} * Security Metric_{firewall} \\ -+ weight_{element i} * Security Metric_{element i} + Overall SM = \\ +weight_{anti-virus} * SM_{anti-virus} ++ weight_{firewall} * SM_{firewall} \\ ++ {...} + weight_{element i} * SM_{element i} \end{multline} % Introduction to paper's Security Risk security This allows for a designer to now create some arbitrary metric to represent whether or not a given design is better or worse at meeting not only the requirements imposed but also in comparison to other available solutions to the same design problem. While this is a step in the right direction, there no units attached to the overall -security metrics produced by the work of Ferrante et.~al. Without a proper unit attached to a generated metric, the entire process remains arbitrary and more difficult to be used in a relevant and meaningful manner. Calling back to the equation proposed in Section~\ref{sec:riskDefinition}, allow us to make use of the same techniques Ferrante et.~al.~developed but apply them in a more meaningful, cost-based manner. In this way it is possible for a `security risk' metric to be generated but also carry a recognizable worth instead of just an arbitrary number scheme. But these values of cost must come from somewhere, and that is the purpose of the `cost weight' variable. This is because the `cost weight' is a representation of the potential loss caused by an event and the hours required to `repair' the problem. This causes the unit of our security risk metric to become cost over time. +security metrics produced by the work of Ferrante et.~al. Without a proper unit attached to a generated metric, the entire process remains arbitrary and more difficult to be used in a relevant and meaningful manner. Calling back to the equation proposed in Section~\ref{sec:riskDefinition}, allow us to make use of the same techniques Ferrante et.~al.~developed but apply them in a more meaningful, cost-based manner. In this way it is possible for a `security risk' metric to be generated but also carry a recognizable worth. %instead of just an arbitrary number scheme. +But these values of cost must come from somewhere, and that is the purpose of the impact variable. This is because the impact is a representation of the potential loss caused by an event and the hours required to `repair' the problem; causing the unit of our security risk metric to become cost over time. %\begin{multline} \label{equ:securityRisk} % `Security Risk' = Security Level * direct attacker probability * cost weight \\ @@ -278,21 +298,23 @@ security metrics produced by the work of Ferrante et.~al. Without a proper unit %\end{multline} % Introduce paper's Estimation Metric equation -While having an equation for security risk is great, this does not allow for a representation of a system as a whole. Additional aspects that must be taken into account include costs of implementing a given solution, the cost of maintaining a given solution, how a generated solution's ranking will change based on the user type interacting with the system, a metric given to the solution as a whole, as well as determination of the number of requirements met, or not met, by any chosen design solution. Taking these aspects into account, this paper proposes the following equation to calculate an overall `estimation metric' for any produced embedded system security modeling design. +%While having an equation for security risk is great, this does not allow for a representation of a system as a whole. +Additional aspects that must be taken into account include costs of implementing a given solution, the cost of maintaining a given solution, how a generated solution's ranking will change based on the user type interacting with the system, operational costs of a given solution, as well as determination of the number of requirements met, or not met, by any chosen design solution. Taking these aspects into account, this paper proposes the following equation to calculate an overall `estimation metric' for any produced embedded system security modeling design. \begin{multline} \label{equ:estimationMetric} - `Estimation Metric' = `User Risk Type' * `Security Risk' + `implementation cost' + \\ - `maintenance cost' + \frac{`solution metric'}{`requirements weight'} + Estimation Metric = +URT * SR + c_i + c_m + \frac{c_o}{w_r} \end{multline} -Some of the values for this equation, implementation and maintenance costs, are expected to be flat costs that are pre-calculated by a company or business since these values will be specific to the given organization. An important difference between these values are that the `maintenance cost' and `implementation cost' values do not incorporate the operational costs of the design, they only account for the cost of initial implementation of a system design and the cost of performing upkeep for said design. +Some of the values for this equation, implementation and maintenance costs ($c_i$ and $c_m$ respectively), are expected to be flat costs that are pre-calculated by a company or business since these values will be specific to the given organization. An important difference between these values are that the $c_m$ and $c_i$ values do not incorporate the operational costs of the design, they only account for the cost of initial implementation of a system design and the cost of performing upkeep for said design. The operational cost ($c_o$) is a value coming from a given individual or company; based on a monetary cost over time unit of measurement. -`User risk type' comes from a business minded examination of risk~\cite{Mukhopadhyay2013} where users can be averse to risk, risk seeking, or risk neutral. The purpose of this variable is a method of representing different users of secure systems that exist within the real-world (e.g. users that are over protective and +`User risk type' (URT) comes from a business minded examination of risk~\cite{Mukhopadhyay2013} where users can be averse to risk, risk seeking, or risk neutral. The purpose of this variable is a method of representing different users of secure systems that exist within the real-world (e.g. users that are over protective and users that treat security with a laissez-faire attitude). The User Risk Type should produce a lower value if a user is risk averse and a larger value if a given user is risk seeking. In this way, User Risk Type should `negatively' affect the cost of the system as more risk prone individuals become the user. -The `requirements weight' variable can be easily constructed using the same techniques developed by the Ferrante et.~al.~ group to produce a `relativity matrix' of the requirements met, not met, or additional features brought to a design due to the methods, components, and algorithms implemented in a given design. To simplify calculations, one can stick to a more binary representation of requirements as either being met or not being met. The behavior of this requirements weight should be such that having `negative requirements' (e.g. requirements not being met) should cause a larger cost of the design due to specific needs not being met; hence the purpose behind inverting the value. - -The `solution metric' value is a more arbitrary value coming from an internal ranking of solution `worth' to a given individual or company. For the purpose of Equation~\ref{equ:estimationMetric}, this `solution metric' should be representative of the operational cost of a given design based on a monetary cost over time unit of measurement. The aspiration behind the last part of Equation~\ref{equ:estimationMetric} is that this represents that operation cost of the design being weighted by the number of requirements that are met and those that have not been met (using a 0.00 -{}- 1.00 scale). +The `requirements weight' ($w_r$) variable can be easily constructed using the same techniques developed by the Ferrante et.~al.~ to compare the requirements and features brought to a design due to the methods, components, and algorithms implemented in a given design. +%To simplify calculations, one can stick to a more binary representation of requirements as either being met or not being met. +The behavior of this requirements weight should be such that having `negative requirements' (e.g. requirements not being met) should cause a larger cost of the design due to specific needs not being met; hence the purpose behind inverting the value. +The aspiration behind the last part of Equation~\ref{equ:estimationMetric} is that this represents that operation cost of the design being weighted by the number of requirements that are met and those that have not been met (using a 0.00 -{}- 1.00 scale). Now that aspects of this framework's verification and selection process have been explained, allow us to apply these techniques to a sample example. @@ -352,25 +374,35 @@ processor implementation procbase.encryptembedded_i end procbase.encryptembedded_i; \end{lstlisting} -In this example, the paper assumes that there are four variations that exist of said transmitter: -\begin{enumerate} - \item Non-encrypted communication with a separate input and output buses. - \item Encrypted communication with separate input and output buses. - \item Non-encrypted communication with a single IO bus. - \item Encrypted communication with a single IO bus. -\end{enumerate} -The four instances of a single possible solution being generated based on two aspects of the architectural space: (1) the number of IO buses available and (2) whether or not communication should be encrypted. To further simplify the considerations of this example, the paper chooses to ignore the influence of IO bus variation and focus on the implementation, or lack of, encryption. In this manner, the examination goes from four variations to two variations (encryption enabled or encryption disabled). To better pad out this encryption scenario we choose to examine the wireless transmitter under use of an optimal AES256 encryption algorithm using a MIPS processor, the `good enough' use of AES128 encryption algorithm also on MIPS architecture, and a complete lack on implementation of encryption. It is worth noting that while in theory having no encryption should cause for the lowest values possible (0.00) but in order to show the effect of these elements this paper assumes the lowest value obtainable is 0.10. -%For the sake of simplicity, this paper makes use of the `relativity matrix' developed by Ferrante et.~al.~\cite{Ferrante2013} for representing the security level metrics on the encryption standards used. +In this example, the paper assumes that there are four variations that exist of said transmitter, as shown in Figure~\ref{fig:exampleDesigns}. +%\begin{enumerate} +% \item Non-encrypted communication with a separate input and output buses. +% \item Encrypted communication with separate input and output buses. +% \item Non-encrypted communication with a single IO bus. +% \item Encrypted communication with a single IO bus. +%\end{enumerate} -How does one create the security metric based on the given example? The first step requires the creation of `relativity matrix'~\cite{Ferrante2013} for developing a relatively deterministic security metric value. The point of this is to generate a ranking for all known solutions that ranges from 0.00 -{}- 1.00 that can be used as a weight or security level with other known cost variables to produce a metric that can be used to compare potential generated solutions. For the purpose of this paper, we will be making use of the encryption standard rankings developed by Ferrante et.~al. +\begin{figure} + \centering\includegraphics[height=8cm]{./images/encrypted_transmitter.png} + \caption{Design Implementations of Wireless Transmitter} + \label{fig:exampleDesigns} +\end{figure} + +The four instances of a single possible solution being generated based on two aspects of the architectural space: (1) the number of IO buses available and (2) whether or not communication should be encrypted. To further simplify the considerations of this example, the paper chooses to ignore the influence of IO bus variation and focus on the implementation, or lack of, encryption. In this manner, the examination goes from four variations to two variations (encryption enabled or disabled). To better pad out this encryption scenario we choose to examine the wireless transmitter under use of an optimal AES256 encryption algorithm using a MIPS processor, the `good enough' use of AES128 encryption algorithm also on MIPS architecture, and a complete lack on implementation of encryption. It is worth noting that while in theory having no encryption should cause for the lowest values possible (0.00) but in order to show the effect of these elements this paper assumes the lowest value obtainable is 0.10. +%For the sake of simplicity, this paper makes use of the `relativity matrix' developed by Ferrante et.~al.~\cite{Ferrante2013} for representing the security level metrics on the encryption standards used. -The next step is how to consider differences between the implementations of the wireless transmitter. Differences from values can come from alternative design choices and/or algorithm and policy implementations of security or other standard constraints being imposed onto the design problem. For this simple example, the main difference examined is the implementation of encryption. These different aspects can be compared by assigning weights for allowing relative importance, thus representing (in some arbitrary manner) the user-defined requirements imposed on the design being generated. This human-related favoritism causes the generated metric to alter from a small amount to notable change based on the chosen importance of different features. Other areas originate from the development of `user risk type' and `solution metric', where there are some arbitary decisions made on ranking of users or generated solutions. +%How does one create the security metric based on the given example? +The first step requires the creation of a relatively deterministic security metric value. +%The point of this is to generate a ranking for all known solutions that ranges from 0.00 -{}- 1.00 that can be used as a weight or security level with other known cost variables to produce a metric that can be used to compare potential generated solutions. +For the purpose of this paper, we will be making use of the encryption standard rankings developed by Ferrante et.~al. +The next step is how to consider differences between the implementations of the wireless transmitter. Differences from values can come from alternative design choices and/or algorithm and policy implementations of security or other standard constraints being imposed onto the design problem. For this simple example, the main difference examined is the implementation of encryption. These different aspects can be compared by assigning weights for allowing relative importance, thus representing (in some arbitrary manner) the user-defined requirements imposed on the design being generated. This human-related favoritism causes the generated metric to alter from a small amount to notable change based on the chosen importance of different features. +%Other areas originate from the development of URT and $c_o$, where there are some arbitary decisions made on ranking of users or generated solutions. Before being able to calculate out the estimation matrix for our wireless transmitter example, we make some -simplifications and assumptions to smooth the process. First we will take the assumption that there will be three separate implementations of encryption for the wireless transmitter: AES256 (MIPS), AES128 (MIPS), and no encryption. Drawing from the work by Ferrante et.~al.~, the corresponding security level (SL) values are {1.00, 0.60, 0.10} respectively. Since we have simplified the example to having a single requirement (i.e. encryption of data), then the weight value used for calculating the Security Metric (SM) is 1.00. Now that we have values for SL and the weight, we can move to calculating the SM value for our different encryption scenarios. However, first we must make some assumptions about the cost weight ($w_c$), direct attack probablity ($p_{da}$), and indirect attack probability ($p_{ida}$). For the $w_c$ value we make the assumption that some company may find that the data collected by this wireless transmitter is worth \$20 if lost and would take one person about 8 man-hours to repair a failure; thus the $w_c$ for loss becomes \$20 per 8 man-hours. % XXX is the cost weight really the impact? Should you use impact or $i$ as the variable name? +simplifications and assumptions to smooth the process. First we will take the assumption that there will be three separate implementations of encryption for the wireless transmitter: AES256 (MIPS), AES128 (MIPS), and no encryption. Drawing from the work by Ferrante et.~al.~, the corresponding security level (SL) values are {1.00, 0.60, 0.10} respectively. Since we have simplified the example to having a single requirement (i.e. encryption of data), then the weight value used for calculating the Security Metric (SM) is 1.00. Now that we have values for SL and the weight, we can move to calculating the SM value for our different encryption scenarios. However, first we must make some assumptions about the impact ($i$), direct attack probablity ($p_{da}$), and indirect attack probability ($p_{ida}$). For the $i$ value we make the assumption that some company may find that the data collected by this wireless transmitter is worth \$20 if lost and would take one person about 8 man-hours to repair a failure; thus the $i$ for loss becomes \$20 per 8 man-hours. % XXX is the cost weight really the impact? Should you use impact or $i$ as the variable name? As for the attack probabilities, this paper assumes that attacking any other wireless transmitter (indirect attack) would be the same as attacking a chosen wireless transmitter and that attacking a central aggregation computer would be out of scope for this example, therefore the indirect attack probability can be taken as 0\%. Assuming that an employee has a less than enthusiastic installation of the transmitter, the $p_{da}$ value is taken to be 25\% chance of an adversary brute forcing encryption to see the transmitted data. Using Equation~\ref{equ:riskDefinition}, one finds that the SR values for the {AES256, AES128, None} encryption implementations are {0.625, 1.04, 6.25} respectively. -From this point, we make further assumptions about the implementation cost ($c_i$), the maintenance cost ($c_m$), and `solution metric'/operational cost ($c_o$) since these values would come from metrics internal to a company or organization. $c_i$ is taken to be \$50 in parts and design per 40 man-hours, $c_m$ is taken to be \$50 in drive out cost per 4 man-hours to check the system, and $c_o$ is assumed to be \$3 in power costs per 12 hours of operation. The RW value is assumed to be 1.00 if the system is encrypted and 0.10 is not; since the effect of not meeting requirements can be viewed more clearly. Taking the calculation of the estimation metric (EM) from Equation~\ref{equ:estimationMetric}, we produce the contents of Table~\ref{tbl:estimationMetrics} which represents the estimation metric for each encryption scenario {AES256 (MIPS), AES128 (MIPS), None} and how different User Risk Types (URT) also further influence the metric. +From this point, we make further assumptions about the implementation cost ($c_i$), the maintenance cost ($c_m$), and operational cost ($c_o$) since these values would come from metrics internal to a company or organization. $c_i$ is taken to be \$50 in parts and design per 40 man-hours, $c_m$ is taken to be \$50 in drive out cost per 4 man-hours to check the system, and $c_o$ is assumed to be \$3 in power costs per 12 hours of operation. The RW value is assumed to be 1.00 if the system is encrypted and 0.10 is not; since the effect of not meeting requirements can be viewed more clearly. Taking the calculation of the estimation metric (EM) from Equation~\ref{equ:estimationMetric}, we produce the contents of Table~\ref{tbl:estimationMetrics} which represents the estimation metric for each encryption scenario {AES256 (MIPS), AES128 (MIPS), None} and how different User Risk Types (URT) also further influence the metric. % Please add the following required packages to your document preamble: % \usepackage[normalem]{ulem} @@ -401,7 +433,7 @@ There can also be additional considerations that come about due to how probabili + weight_{exposure} * Security Level Metric_{data?} \end{multline} -Complications of this examination range from simple questions, such as how does one measure exposure of an element, to more complicated concerns, such as how does one rank known vulnerabilities or how can one be aware of all vulnerabilities within a system. As such, this is perhaps not the best equation for producing an over system metric, but may play a role in a more bounded examination. +Complications of this examination range from simple questions, such as how does one measure exposure of an element, to more complicated concerns, such as how does one rank known vulnerabilities or how can one be aware of all vulnerabilities within a system. As such, this is perhaps not the best equation for producing an overall system metric, but may play a role in a more bounded examination. Another method of examination would be to focus on the total `wealth' of a system over time. In this case one's focus would be more towards the future and use of a given system within an organization.~\cite{Ferrante2013} @@ -414,7 +446,8 @@ Another method of examination would be to focus on the total `wealth' of a syste \section{Examining Attack and Defense with Detail} \label{sec:attackDefense} -The purpose of this section is to take the framework, along with the verification and selection process, and examine the stages of encryption and authentication and how including attack and defense considerations changes the landscape. Depending on the point of view of the individual examining a system, the risk and cost analysis will yield different results to different individuals based on produced incentive and attractiveness of obtainable information in comparison to the defenses that must be circumvented and the related cost. This means that when accounting for the attacker and defender view, there will be further levels of considerations and some that can be wholly arbitrary. Certain aspects may be similar, such as the number of steps an individual must go through to interact with a system (e.g. subnets). While these do exist, the area of greater interest are the aspects that differ between the two points of view. To begin this process one needs to detail out any and all statistical information about attacks on various systems, how the hardware and software nuances affect the overall ranking of different methodologies, and most difficult, one must determine a method for applying the arbitrary qualitative sense of worth for specific data to one's equations in a meaningful way. Otherwise the generated estimation metric becomes unintelligible. +%The purpose of this section is to take the framework, along with the verification and selection process, and examine the stages of encryption and authentication and how including attack and defense considerations changes the landscape. +Depending on the point of view of the individual examining a system, the risk and cost analysis will yield different results to different individuals based on produced incentive and attractiveness of obtainable information in comparison to the defenses that must be circumvented and the related cost. This means that when accounting for the attacker and defender views, there will be further levels of considerations and some that can be wholly arbitrary. Certain aspects may be similar, such as the number of steps an individual must go through to interact with a system (e.g. subnets). While these do exist, the area of greater interest are the aspects that differ between the two points of view. To begin this process one needs to detail out any and all statistical information about attacks on various systems, how the hardware and software nuances affect the overall ranking of different methodologies, and most difficult, one must determine a method for applying the arbitrary qualitative sense of worth for specific data to one's equations in a meaningful way. Otherwise the generated estimation metric becomes unintelligible. \begin{lstlisting}[caption={User-defined Higher Level Security Requirement},label={lst:AADLUserDefineHigh}] abstract implementation sysreq.wireless_sensor_i @@ -442,12 +475,12 @@ end sysreq.wireless_sensor_i; One can further complicate these calculations by including a difference in examining the costs from the standpoint of both the defender of some sensitive information and the attacker trying to acquire any and all `useful' data. One example of this are the `atkImpact' and `atkValue' fields in Listing~\ref{lst:AADLUserDefineHigh}. These represent potential metrics of importance for different elements, attack vectors, or worth of data that can be obtained by attacking a given system. As a defender, one can work towards detailing a system's defenses to have a better interpretation of the attack landscape. For example: one can create a `correlation matrix' of the enacted defenses and the affect of failure of one defense on the other existing defense (0-1 scaled as well), as this would allow for greater detail of the system from the point of the defender. Additionally, this same information would be of great importance to a would-be attacker. -\subsection{Expansion of Details} +%\subsection{Expansion of Details} While the examinations proposed here are specific to the system under examination, considerations can extend to a far larger scope of concern. One can begin to account for the worth of data to external parties (e.g. any other individual that is not the attacker or defender; black market or customers). Then one must account for the arbitrary worth of that information to another individual, which could also vary greatly. For example: an encrypted file that a computer novice comes across will have little worth to them, but to an individual whom has experience this may pass some calculated risk threshold. Additionally, a person could act as an `information broker' that may not have a `worth' value attached to data at this point, but in the future the worth associated with specific information could easily rise or fall depending on content and `liveliness'. \section{Additional Concerns} \label{sec:additionalConcerns} -While the considerations, up to this point, have mainly been focused on how to define risk, how to interpret qualitative values of security into quantitative one, and even how the examination of a system changes when incorporating attacker and defender points of view, there are still larger problems that must be addressed. +While the considerations, up to this point, have mainly been focused on how to define risk, how to interpret qualitative values of security into quantitative ones, and even how the examination of a system changes when incorporating attacker and defender points of view, there are still larger problems that must be addressed. One of the largest problems facing security verification and validation techniques is the requirement for a `security expert' to formulate `libraries' of information and other data that will be needed for greater formalization of calculated values. Unfortunately these `libraries' are almost entirely arbitrary with respect to the knowledge and experience of a given security expert. This allows a great deal of room for inconsistencies due to human input. 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