Some Algebraic Structures with Iteration Lemmata
Дата
Авторы
Kudlek,Manfred
Journal Title
Journal ISSN
Volume Title
Издатель
Journal of Universal Computer Science
Аннотация
Описание
This paper deals with solutions of algebraic, linear, and rational systems of equations over an -complete semiring, and their iteration lemmata. These are guaranteed if the underlying structure has an associative multiplicative operation, and its elements have a norm. A number of such structures like words, vectors, traces, trees, graphs, are presented.
Ключевые слова
ω , -complete semirings , systems of equations , algebraic , linear , rational languages , norm , iteration lemmata , associative structures