backgammon/pubeval/dumbeval.c

#include <Python.h>

static PyObject* DumbevalError;

static float x[122];

static const float wc[122] = {
5.6477, 6.316649999999999, 7.05515, 6.65315, 9.3171, 17.9777, 2.0235499999999993, 5.1129500000000005, 7.599200000000001, 9.68525, 3.1762, 8.05335, 16.153499999999998, 8.02445, 10.55345, 15.489600000000001, 10.525199999999998, 16.438850000000002, 12.27405, 9.6362, 12.7152, 13.2859, 1.6932499999999995, 26.79045, 10.521899999999999, 6.79635, 5.28135, 6.2059, 10.2306, 10.5485, 3.6000500000000004, 4.07825, 6.951700000000001, 4.413749999999999, 11.271450000000002, 12.9361, 11.087299999999999, 13.10085, 10.411999999999999, 8.084050000000001, 12.4893, 5.96055, 4.69195, 18.9482, 9.0946, 9.1954, 6.2592, 16.180300000000003, 8.3376, 23.24915, 14.32525, -2.6699000000000006, 19.156, 5.81445, 4.7214, 7.63055, 7.039, 5.88075, 2.00765, 14.596800000000002, 11.5208, -3.79, -3.8541000000000003, 5.358499999999999, 14.4516, 2.49015, 11.284799999999999, 14.1066, 16.2306, 5.82875, 9.34505, 16.13685, 8.1893, 2.93145, 7.83185, 12.86765, 6.90115, 20.07255, 8.93355, -0.12434999999999974, 12.0587, 11.83985, 6.34155, 7.1963, 10.571200000000001, 22.38365, 6.50745, 8.94595, 12.0434, 10.79885, 14.055800000000001, 0.022100000000000453, 10.39255, 4.088850000000001, 3.6421499999999996, 38.1298, 6.8957, 0.9804999999999997, 5.9599, 13.16055, 11.55305, 10.65015, 4.6673, 15.770999999999999, 27.700050000000005, 4.4329, 12.6349, 7.037800000000001, 3.4897, 18.91945, 10.239899999999999, 5.4625, 10.29705, 10.492799999999999, 8.850900000000001, -10.575999999999999, 10.6893, 15.30845, 17.8083, 31.88275, 11.225000000000001, 4.4806};


/*
1.5790816238841092, 1.6374860177130541, -1.7131823639980923, -0.9286186784962336, -1.0732080528763888,
 -0.33851674519289876, 1.5798155080270462, 2.3161915581553414, 1.5625330782392322, 0.9397141260075461,
0.8386342522957442, 1.2380864901133144, -2.803703105809909, -1.6033863837759044, -1.9297462408169208,
2.804924084193149, 0.9270839975087402, 0.9877927467766145, -1.0075116465703597, -0.9456578829797895,
-2.592017567014881, 0.6309857231907587, 2.04590249003744, -0.7982917574924828, -1.4539868823698936,
1.0841407450630234, 0.45211788236898887, -1.2713606178159307, 0.8688872440724307, -0.6732738151904405,
2.2362742485632294, -0.6581729637609781, -1.7948051663967473, 2.1883788452643564, 2.1598171424723214,
0.40802272166662146, -0.9708789129385202, -0.28407011999124165, 1.132858480655588, 0.35009713673111253,
2.396877030228498, -2.9621397724422653, 1.607067798976531, 1.0644990486021744, 0.31954763526104113,
1.3044736141405133, -2.7454899725805606, -2.7379143210889545, -1.803990720175892, 0.46979843403681576,
-1.7142750941084806, -0.8151527229519924, -2.009462889335147, -0.3918389579023729, -1.2877598286852634,
2.555703689627613, 0.9185193346378826, -2.4440956502956404, -1.5557875467629176, 1.6171292628313898,
-0.7350519162308693, 2.9185129503030653, -0.02369662637182124, 0.9957404325370858, -0.6504711593915609,
 2.6190546093943468, -0.36103491516117003, -0.5988376927918715, 0.16399156134136383, 0.3254074568551131,
-1.5638349190057885, 0.8561543642997189, -0.0880209333042492, 1.323918411026094, -0.9498883976797834,
2.3050169940592458, -2.859322940360703, 2.1798224505428836, 0.03769734441005257, 2.806706515762855,
-0.514728418369482, -2.7130236727731454, 1.343193402901159, -1.542350700154035, 1.1197565339573625,
-1.4498511795864624, 1.3472224178544003, 0.7044576479382245, -2.284211306571646, -1.7289596273930532,
-1.7276292685923906, -0.1945401442950634, 2.0338744133468643, 2.001064062247366, 1.9649901287717713,
 1.5235253273336475, 0.40016636047698606, -1.3276206938801058, 0.8496121993449899, 1.054662320349336,
-1.1897996492934584, 0.49610727347392025, -1.8539475848522708, 0.4713599305742626, -2.8424352653158573,
-2.526691049928613, 2.1369664337786274, 1.0616438676464632, 1.9487914860665452, 2.822108017102477,
-0.3393405083020449, 2.787144781914554, -2.401723402781605, -1.1675562811241997, -1.1542961327714207,
0.18253192955355502, -2.418436664206371, 0.7423935287565309, 2.9903418274144666, -1.3503112004693552,
-2.649146174480099, -0.5447080156947952
};*/

static const float wr[122] = {
-0.7856, -0.50352, 0.12392, -1.00316, -2.46556, -0.1627, 0.18966, 0.0043, 0.0,
0.13681, 1.11245, 0.0, 0.0, -0.02781, -2.77982, 0.0, -0.91035, 0.60015,
-1.27266, 0.0, 0.0, 0.0, 0.0, -7.26713, -0.19412, -1.05121, 0.27448, -4.94251,
 -0.06844, 0.37183, -3.66465, -0.8305, 0.09266, 0.07217, 0.0, 0.29906, -1.26062,
0.17405, 0.48302, 2.00366, 0.92321, -0.10839, 1.06349, 0.39521, 3.4204, 
0.00576, 5.35, 3.8539, -0.09308, 0.17253, 0.13978, 0.2701, -0.52728, 0.88296,
0.2252, 0.0, 0.0, -0.12707, 3.05454, 0.31202, -0.88035, -0.01351, 0.0, 
-3.40177, -0.22082, -0.13022, -0.09795, -2.29847, -12.32252, 0.0, -0.13597,
0.12039, 0.85631, 0.0, 0.0, -0.3424, 0.24855, 0.20178, 2.30052, 1.5068,
0.0, -0.07456, 5.16874, 0.01418, -1.3464, -1.29506, 0.0, 0.0, -1.40375,
0.0, -0.11696, 0.05281, -9.67677, 0.05685, -1.09167, 0.0, 0.0, -2.56906,
2.19605, 0.0, 0.68178, -0.08471, 0.0, -2.34631, 1.49549, -2.16183, 0.0,
1.16242, 1.08744, -0.1716, 0.25236, 0.13246, -0.37646, 0.0, -2.87401,
0.74427, 1.07274, -0.01591, -0.14818, -0.06285, 0.08302, -1.03508
};

void setx(int pos[])
{
        /* sets input vector x[] given board position pos[] */
        extern float x[];
        int j, jm1, n;
        /* initialize */
        for(j=0;j<122;++j) x[j] = 0.0;

        /* first encode board locations 24-1 */
        for(j=1;j<=24;++j) {
            jm1 = j - 1;
            n = pos[25-j];
            if(n!=0) {
                if(n==-1) x[5*jm1+0] = 1.0;
                if(n==1) x[5*jm1+1] = 1.0;
                if(n>=2) x[5*jm1+2] = 1.0;
                if(n==3) x[5*jm1+3] = 1.0;
                if(n>=4) x[5*jm1+4] = (float)(n-3)/2.0;
            }
        }
        /* encode opponent barmen */
        x[120] = -(float)(pos[0])/2.0;
        /* encode computer's menoff */
        x[121] = (float)(pos[26])/15.0;
}

float dumbeval(int race, int pos[])
{
        /* Backgammon move-selection evaluation function
           for benchmark comparisons.  Computes a linear
           evaluation function:  Score = W * X, where X is
           an input vector encoding the board state (using
           a raw encoding of the number of men at each location),
           and W is a weight vector.  Separate weight vectors
           are used for racing positions and contact positions.
           Makes lots of obvious mistakes, but provides a
           decent level of play for benchmarking purposes. */

        /* Provided as a public service to the backgammon
           programming community by Gerry Tesauro, IBM Research.
           (e-mail: tesauro@watson.ibm.com)                     */

        /* The following inputs are needed for this routine:

           race   is an integer variable which should be set
           based on the INITIAL position BEFORE the move.
           Set race=1 if the position is a race (i.e. no contact)
           and 0 if the position is a contact position.

           pos[]  is an integer array of dimension 28 which
           should represent a legal final board state after
           the move. Elements 1-24 correspond to board locations
           1-24 from computer's point of view, i.e. computer's
           men move in the negative direction from 24 to 1, and
           opponent's men move in the positive direction from
           1 to 24. Computer's men are represented by positive
           integers, and opponent's men are represented by negative
           integers. Element 25 represents computer's men on the
           bar (positive integer), and element 0 represents opponent's
           men on the bar (negative integer). Element 26 represents
           computer's men off the board (positive integer), and
           element 27 represents opponent's men off the board
           (negative integer).                                  */

        /* Also, be sure to call rdwts() at the start of your
           program to read in the weight values. Happy hacking] */

        int i;
        float score;

        if(pos[26]==15) return(99999999.);
        /* all men off, best possible move */

        setx(pos); /* sets input array x[] */
        score = 0.0;
        if(race) {  /* use race weights */
            for(i=0;i<122;++i) score += wr[i]*x[i];
        }
        else {  /* use contact weights */
            for(i=0;i<122;++i) score += wc[i]*x[i];
        }
        return(score);
}

static PyObject*
dumbeval_eval(PyObject *self, PyObject *args) {
  int race;
  long numValues;
  int board[28];
  float eval_score;

  PyObject* tuple_obj;
  PyObject* val_obj;

  if (! PyArg_ParseTuple(args, "pO!", &race, &PyTuple_Type, &tuple_obj))
    return NULL;

  numValues = PyTuple_Size(tuple_obj);

  if (numValues < 0) return NULL;
  if (numValues != 28) {
    PyErr_SetString(DumbevalError, "Tuple must have 28 entries");
    return NULL;
  }

  // Iterate over tuple to retreive positions
  for (int i=0; i<numValues; i++) {
    val_obj = PyTuple_GetItem(tuple_obj, i);
    board[i] = PyLong_AsLong(val_obj);
  }

  eval_score = dumbeval(race, board);
  return Py_BuildValue("f", eval_score);
}

static PyMethodDef dumbeval_methods[] = {
  {
    "eval", dumbeval_eval, METH_VARARGS,
    "Returns evaluation results for the given board position."
  },
  {NULL, NULL, 0, NULL}
};

static struct PyModuleDef dumbeval_definition = {
  PyModuleDef_HEAD_INIT,
  "dumbeval",
  "A Python module that implements Gerald Tesauro's dumbeval function for evaluation backgammon positions.",
  -1,
  dumbeval_methods
};

PyMODINIT_FUNC PyInit_dumbeval(void) {
  PyObject* module;

  module = PyModule_Create(&dumbeval_definition);
  if (module == NULL)
    return NULL;

  DumbevalError = PyErr_NewException("dumbeval.error", NULL, NULL);
  Py_INCREF(DumbevalError);
  PyModule_AddObject(module, "error", DumbevalError);

  return module;
}