Abstract (EN):
It is proved to be decidable, for any given finite subset F of X* dependency alphabet (Y, tau) and mapping rho : F --> Y*, whether or not rho can be extended to a monoid homomorphism (p) over tilde : F* --> M(Y,tau). This contrasts with the undecidability of the symmetric problem, when we consider the dependency alphabet (X, tau) instead. Some other particular cases of homomorphism and isomorphism problems among trace monoids are also discussed.
Language:
English
Type (Professor's evaluation):
Scientific
No. of pages:
17