29 May 2012   9:09:06.266 AM
 
FEYNMAN_KAC_1D:
  FORTRAN90 version.
 
  Program parameters:
 
  The calculation takes place inside an interval.
  The solution will be estimated at NG points
  on a regular spaced grid within the interval.
  Each solution will be estimated by computing    10000 trajectories
  from the point to the boundary.
 
    (X/A)^2 = 1
 
  The interval parameter A is:
 
    A =    2.00000    
 
  Path stepsize H =   0.100000E-03
 
  X coordinate discretized by   23 points
 
     I     K       X           W exact      W Approx        Error      Ave Steps  Test
 
     0     1    -2.200         1.000         1.000         0.000             0   -0.8400
     1     2    -2.000         1.000        0.9950        0.4998E-02       180    0.0000
     2     3    -1.800        0.8270        0.8255        0.1500E-02      7691    0.7600
     3     4    -1.600        0.6977        0.6986        0.8771E-03     14161    1.4400
     4     5    -1.400        0.6005        0.5999        0.5565E-03     20642    2.0400
     5     6    -1.200        0.5273        0.5278        0.4893E-03     25708    2.5600
     6     7    -1.000        0.4724        0.4717        0.7060E-03     30142    3.0000
     7     8   -0.8000        0.4317        0.4309        0.8117E-03     33805    3.3600
     8     9   -0.6000        0.4025        0.4009        0.1582E-02     36707    3.6400
     9    10   -0.4000        0.3829        0.3828        0.1114E-03     38520    3.8400
    10    11   -0.2000        0.3716        0.3713        0.2314E-03     39739    3.9600
    11    12     0.000        0.3679        0.3671        0.8141E-03     40145    4.0000
    12    13    0.2000        0.3716        0.3715        0.3753E-04     39711    3.9600
    13    14    0.4000        0.3829        0.3833        0.3813E-03     38394    3.8400
    14    15    0.6000        0.4025        0.3979        0.4587E-02     37109    3.6400
    15    16    0.8000        0.4317        0.4310        0.7093E-03     33717    3.3600
    16    17     1.000        0.4724        0.4691        0.3285E-02     30278    3.0000
    17    18     1.200        0.5273        0.5291        0.1813E-02     25498    2.5600
    18    19     1.400        0.6005        0.5988        0.1706E-02     20501    2.0400
    19    20     1.600        0.6977        0.7027        0.4988E-02     14066    1.4400
    20    21     1.800        0.8270        0.8275        0.5248E-03      7672    0.7600
    21    22     2.000         1.000        0.9950        0.4966E-02       213    0.0000
    22    23     2.200         1.000         1.000         0.000             0   -0.8400
 
  RMS absolute error in solution =   0.240482E-02
 
FEYNMAN_KAC_1D:
  Normal end of execution.
 
29 May 2012   9:12:58.921 AM