Skip to content

ofk13001/checkers-ai

master
Switch branches/tags

Name already in use

A tag already exists with the provided branch name. Many Git commands accept both tag and branch names, so creating this branch may cause unexpected behavior. Are you sure you want to create this branch?
Code

Latest commit

 

Git stats

Files

Permalink
Failed to load latest commit information.
Type
Name
Latest commit message
Commit time
 
 
 
 
 
 
 
 
Keelin Becker-Wheeler
Jonathan Homburg
Philip Ira
Oliver Kisielius

CSE4705 - Final: Checkers Learner

###################################################################################
Running code:
###################################################################################
  First, while in the directory '/checkers-ai/checkers/c':
    run: 'make'
  Then, while in the directory '/checkers-ai':
    run: 'python setup.py develop'
  Finally, in the same directory:
    run: 'python -m unittest'
    or run: 'python -m checkers.game_example -h'
###################################################################################


###################################################################################
--------------Note: Our code cannot run on windows!--------------
###################################################################################
Your success in running the code is dependent on the installed packages and version numbers of your environment.
We successfully ran the code in a virtual machine running Ubuntu 14.04 on a 4 GB, 2GHZ, 64-bit Windows 10 machine.

###################################################################################


Some notes on C code 32 representation:
    - b correspondes to a black bit board , w to a white, k for the king-ed pieces, and plyr is the current player ( 0 = black, 1 = white)

    - A bit board is represented as a 32 bit number with each bit cooresponding to a playable position of the board, (bit 1 (the LSB) being position 1). Using hexidecimal makes it easier to parse

    - The positions are mapped as so:
                  -  1  -  2  -  3  -  4
                  5  -  6  -  7  -  8  -
                  -  9  - 10  - 11  - 12
                  13 - 14  - 15  - 16  -
                  - 17  - 18  - 19 -  20
                  21 - 22  - 23  - 24  -
                  - 25  - 26  - 27  - 28
                  29 - 30  - 31  - 32  -
                with bits in 0xXXXXXXXX ordered 32,31,..,2,1 (each X corresponding to 4-bits, i.e. a row)

                    An example: b = 0x00000fff
                                w = 0xfff00000
                                k = 0x00f00f00
                        will give this board:
                            +b+b+b+b
                            b+b+b+b+
                            +B+B+B+B
                            -+-+-+-+
                            +-+-+-+-
                            W+W+W+W+
                            +w+w+w+w
                            w+w+w+w+
                        with, b=black, B = black king, w = white, W = white king, - = empty playable square, + = empty non-playable square

That's all.

About

No description, website, or topics provided.

Resources

Stars

Watchers

Forks

Releases

No releases published

Contributors 4

  •  
  •  
  •  
  •