Oleg Nikolaevich Paulin

Osnovy Teorii Simmetricheskikh Bulevykh Funktsiy Oleg Nikolaevich Paulin Russian edition

Predlagaetsya teoriya simmetricheskikh bulevykh funktsiy (SF), v kotoroy rassmatrivayutsya osnovnye polozheniya algebry SF, kak izvestnye, tak i original'nye, i zadachi, reshaemye v ney. Bol'shoe vnimanie udeleno zadacham postroeniya logicheskikh skhem na osnove predlozhennoy v monografii tablitsy funktsionirovaniya ustroystva, zapolnyaemoy indeksami SF. V razdele 1 privodyatsya osnovnye polozheniya algebry logiki, rassmatrivayutsya polnaya i chastichnaya simmetriya (ChSF) bulevykh funktsiy (BF), ikh opredeleniya i svoystva, v tom chisle svoystva dvoystvennosti i samodvoystvennosti SF, sposoby predstavleniya i tozhdestvenneye preobrazovaniya SF i ChSF, a takzhe osobye SF, kotorye igrayut vazhnuyu rol' pri postroenii arifmeticheskikh ustroystv. V razdele 2 rassmatrivayutsya osnovnye zadachi teorii SF: obnaruzhenie simmetrii v BF, opredelenie eye tipa, doopredelenie nepolnost'yu zadannoy BF do SF (ChSF), dekompozitsiya SF (ChSF), razlozhenie SF v razlichnykh bazisakh. Privodyatsya primery resheniya konkretnykh zadach. Dlya inzhenerov, aspirantov i studentov starshikh kursov, zanimayushchikhsya voprosami proektirovaniya arifmeticheskikh ustroystv i ikh uzlov.