Random walks have been created using the pseudo-random generators in d
ifferent computer language compilers (BASIC, PASCAL, FORTRAN, C++) usi
ng a Pentium processor. All the obtained paths have apparently a rando
m behavior for short walks (similar to 2(14) steps). From long random
walks (2(33) steps) different periods have been found, the shortest be
ing 2(18) for PASCAL and the longest 2(31) for FORTRAN and C++, while
BASIC had a 2(24) steps period. The BASIC, PASCAL and FORTRAN long wal
ks had even (2 or 4) symmetries. The C++ walk systematically roams awa
y from the origin. Using deviations from the mean-distance rule for ra
ndom walks, [d(2)] proportional to N, a more severe criterion is found
, e.g. random walks generated by a PASCAL compiler fulfills this crite
rion to N < 10 000. (C) 1998 Elsevier Science B.V. All rights reserved
.