IFLP   13074
INSTITUTO DE FISICA LA PLATA
Unidad Ejecutora - UE
artículos
Título:
Random number generators and causality
Autor/es:
C. M. GONZALEZ; H. A. LARRONDO; M. T. MARTIN; ANGEL LUIS PLASTINO; O. A. ROSSO
Revista:
PHYSICS LETTERS A
Editorial:
Elsevier
Referencias:
Lugar: Amsterdam; Año: 2006 vol. 352 p. 421 - 425
ISSN:
0375-9601
Resumen:
  We advance a prescription to randomize physical or algorithmic Random Number Generators (RNG’s) that do not pass Marsaglia’s DIEHARD test suite and discuss a special physical quantifier, based on an intensive statistical complexity measure, that is able to adequately assess the improvements produced thereby. Eight RNG’s are evaluated and the associated results are compared to those obtained by recourse to Marsaglia’s DIEHARD test suite. Our quantifier, which is evaluated using causality arguments, can forecast whether a given RNG will pass the above mentioned test.that do not pass Marsaglia’s DIEHARD test suite and discuss a special physical quantifier, based on an intensive statistical complexity measure, that is able to adequately assess the improvements produced thereby. Eight RNG’s are evaluated and the associated results are compared to those obtained by recourse to Marsaglia’s DIEHARD test suite. Our quantifier, which is evaluated using causality arguments, can forecast whether a given RNG will pass the above mentioned test.