Abstract
The solving the problem of canonical realization of partial reaction morphisms (PRM) for automata in toposes and fuzzy automata is addressed. This problem extends the optimal construction problem for finite deterministic automata by experiments. In the present paper the conception of canonical realization of PRM for automata in toposes is introduced and the sufficient conditions for the existence of canonical realizations for PRM in toposes are presented. As a consequence of this result the existence of canonical realizations for PRM in the category of fuzzy sets over arbitrary complete chain is proven.
Mironov, A
[1]
- Moscow Univ. (Russian Federation). Dept. of Mathematics and Computer Science
Citation Formats
Mironov, A.
Construction of fuzzy automata by fuzzy experiments.
Belgium: N. p.,
1994.
Web.
Mironov, A.
Construction of fuzzy automata by fuzzy experiments.
Belgium.
Mironov, A.
1994.
"Construction of fuzzy automata by fuzzy experiments."
Belgium.
@misc{etde_533270,
title = {Construction of fuzzy automata by fuzzy experiments}
author = {Mironov, A}
abstractNote = {The solving the problem of canonical realization of partial reaction morphisms (PRM) for automata in toposes and fuzzy automata is addressed. This problem extends the optimal construction problem for finite deterministic automata by experiments. In the present paper the conception of canonical realization of PRM for automata in toposes is introduced and the sufficient conditions for the existence of canonical realizations for PRM in toposes are presented. As a consequence of this result the existence of canonical realizations for PRM in the category of fuzzy sets over arbitrary complete chain is proven.}
place = {Belgium}
year = {1994}
month = {Dec}
}
title = {Construction of fuzzy automata by fuzzy experiments}
author = {Mironov, A}
abstractNote = {The solving the problem of canonical realization of partial reaction morphisms (PRM) for automata in toposes and fuzzy automata is addressed. This problem extends the optimal construction problem for finite deterministic automata by experiments. In the present paper the conception of canonical realization of PRM for automata in toposes is introduced and the sufficient conditions for the existence of canonical realizations for PRM in toposes are presented. As a consequence of this result the existence of canonical realizations for PRM in the category of fuzzy sets over arbitrary complete chain is proven.}
place = {Belgium}
year = {1994}
month = {Dec}
}