Speaker: Professor Oscar H. Ibarra
Department of Computer Science
University of California
Santa Barbara, CA 93106, USA
Title: On the Complexity of Parikh Membership Problems.
Abstract: We consider the problem of determining if a string w belongs to a language L specified by an automaton (e.g., NFA, PDA, counter machine, etc.) where the string w is specified by its Parikh vector. We investigate the complexity of this problem under various scenarios: the Parikh vector is given in unary, binary, the automaton is fixed (i.e., not part of the input), the automaton is not fixed and part of the input. We also look at related problems
involving semilinear sets and synchronized multitape automata.
Information:
Organized by: Research Group on Natural Computing
Related links: Announcement in IMUS