Representing Autonomous Probabilistic Automata by Minimum Characteristic Polynomials over a Finite Field

Author:

Zakharov Vjacheslav M.ORCID,Shalagin Sergei V.ORCID,Eminov Bulat F.ORCID

Publisher

Springer Singapore

Reference24 articles.

1. Zakharov, V.M., Nurutdinov, Sh.R., Shalagin, S.V.: Polinomialnoye predstavleniye tsepey Markova nad polem Galua [Polynomial Representation of Markovian Chains over Galois Field]. In: Vestnik KGTU im. A.N. Tupoleva [Scientific Journal of Kazan National Research Technical University], no. 3, pp. 27–31 (2001). (in Russian)

2. Nurutdinov, Sh.R.: Osnovy teorii polinomialnykh modeley avtomatnykh preobrazovaniy nad polem Galua [Basics of the Theory of the Polynomial Models for Automaton Transformations over Galois Field]. Kazan University Press, Kazan (2005). 155 p. (in Russian)

3. Shalagin, S.V.: Realizatsiya tsifrovykh ustroystv v arkhitekture PLIS/FPGA pri ispolzovanii raspredelennykh vychisleniy v polyakh Galua. Monografiya [Implementinv Digital Devices in the FPGA Architecture in Using Distributed Computations in Galois Fields. Monograph]. KNITU-KAI University Press, Kazan (2016). 228 p. (in Russian)

4. Pospelov, D.A.: Veroyatnostnyye avtomaty [Probabilistic Automata]. Energiya, Moscow (1970). 88 p. (in Russian)

5. Bukharaev, R.G.: Osnovy teorii veroyatnostnykh avtomatov [Probabilistic Automata Theory]. Nauka, Moscow (1985). 287 p. (in Russian)

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