Stanisław Brzozowski (1878–1911)
نویسندگان
چکیده
منابع مشابه
Professor Stanisław Wolfarth, Ph.D., M.D. (1933-2007).
OBITUARY Biography of Professor Stanis³aw Wolfarth, an excellent scientist and honorable man, is a history of a man, who despite very difficult beginning of his career, achieved great success in his life being a self-made man. He accomplished this owning to his talent and hard work, and most of all, to strong character and passion for knowledge. in Gostyñ, a small town in the Poznañskie region,...
متن کاملBrzozowski type determinization for fuzzy automata
In this paperwe adapt thewell-knownBrzozowskideterminizationmethod to fuzzy automata. Thismethod gives better results than all previously knownmethods for determinization of fuzzy automata developed by Bělohlávek [InformSciences 143 (2002)205–209],Li andPedrycz [FuzzySet Syst 156 (2005)68–92], Ignjatović et al. [Inform Sciences 178 (2008) 164–180], and Jančić et al. [Inform Sciences 181 (2011) ...
متن کاملOn a problem of Brzozowski and Fich
The problem of decidability of membership in the semidirect product Sl L of the pseudovarieties Sl of all nite semilattices and L of all nite L-trivial semigroups has been around since 1984. This paper discusses several developments motivated by this question and leading to a proof that settles it aarmatively.
متن کاملBrzozowski Algorithm Is Generically Super-Polynomial Deterministic Automata
We study the number of states of the minimal automaton of the mirror of a rational language recognized by a random deterministic automaton with n states. We prove that, for any d > 0, the probability that this number of states is greater than n tends to 1 as n tends to infinity. As a consequence, the generic and average complexities of Brzozowski minimization algorithm are super-polynomial for ...
متن کاملBrzozowski Algorithm Is Generically Super-Polynomial for Deterministic Automata
We study the number of states of the minimal automaton of the mirror of a rational language recognized by a random deterministic automaton with n states. We prove that, for any d > 0, the probability that this number of states is greater than n tends to 1 as n tends to infinity. As a consequence, the generic and average complexities of Brzozowski minimization algorithm are super-polynomial for ...
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ژورنال
عنوان ژورنال: Studies in East European Thought
سال: 2011
ISSN: 0925-9392,1573-0948
DOI: 10.1007/s11212-011-9147-x