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 One-Directional Non-Counting Languages. The Anti-Symmetric Case of Brzozowski's Problem
Наименование:

One-Directional Non-Counting Languages. The Anti-Symmetric Case of Brzozowski's Problem

автор Peter L. издательство Книга по Требованию Математический анализ. Кратные и криволинейные интегралы. Задачи, решения
Cтраниц 116        мягкая обложка       
Аннотация:Idempotencies received a great deal of interest through a problem stated by Burnside in 1902: The operation of duplication, which plays a role there, is just one particular case of such a relation. Thus many interesting problems remain to be solved. In contrast to non-counting classes, here many of the arising languages are not regular but rather complex. In the context of Formal Languages, the derived problem of non-counting classes, also called Brzozowski' s Problem, remained open for over 30 years. We treat a variant of this, where the relations in question can be applied only in one direction. That is, they always increase or decrease a word' s length. The main motivation for this came from the field of DNA computation. Is every group, which satisfies the identity x^r=1 and has a finite set of generators, finite?
Автор: Peter L.
Издательство: Книга по Требованию
Год:2009
Цена:
1980 руб
Нет в наличии
Поиск: One-Directional Non-Counting Languages. The Anti-Symmetric Case of Brzozowski's Problem
НОВЫЙ ГОД СИМВОЛ 2013 ГОДАУКРАШЕНИЯ
КАРНАВАЛ НА НОВЫЙ ГОД РАСПРОДАЖА
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