Weitere Beispiele werden automatisch zu den Stichwörtern zugeordnet - wir garantieren ihre Korrektheit nicht.
For more comprehensive introduction of the formal definition see automata theory.
Automata theory is a branch of Theoretical computer science.
Each model in automata theory plays important roles in several applied areas.
Automata theory - Different logical structures for solving problems.
Here, we have his construction in the modern notation used in automata theory.
In particular, he has written books on automata theory and the semantics of parallel computing.
Automata theory is also closely related to formal language theory.
Automata theory also studies if there exist any effective algorithm or not to solve problems similar to the following list.
In automata theory, a transition that involves no shifting of an input symbol.
Recognizable sets are useful in automata theory, formal languages and algebra.
We recall a few concepts from graph theory and automata theory.
His research career, which spans over forty years, is focused on formal languages and automata theory.
His work in automata theory led the switching theory community into a more theoretical direction.
Automata theory: An automaton is an abstraction of a machine, which changes its internal state according to some rules.
Several different algorithms accomplishing this task are known and described in standard textbooks on automata theory.
The input alphabet remains finite, and other typical concerns of automata theory remain in play.
Many hard problems in automata theory involve finding the right construction of an automaton such that the problem can be answered.
Eilenberg also wrote an important book on automata theory.
Automata theory also looks at the kinds of problems that can be solved by such automata.
An automaton, an abstract machine in mathematics (see automata theory)
Reportedly among these are encyclopedias on scientific books, the game of life in cellular automata theory, music and rocketry.
He is best known for his influential contributions to mathematical logic, circuit theory and automata theory.
Ginsburg's early work concentrated on automata theory.
In automata theory, a Muller automaton is a type of an ω-automaton.
Example problems of automata theory include:
