Article
Licensed
Unlicensed
Requires Authentication
On an automaton model of pursuit
-
N. Yu. Volkov
Published/Copyright:
December 4, 2007
Abstract
We study the process of pursuing several independent of one another automata (preys) by a system of automata (predators) on a plane. We show that there exists a finite collective of predators which catches any finite independent system of preys such that the prey velocity is less than the predator velocity and their field of vision is not greater that the field of vision of predators, under any initial disposition of the preys provided that the predators start from one point.
Published Online: 2007-12-04
Published in Print: 2007-10-19
© de Gruyter
You are currently not able to access this content.
You are currently not able to access this content.
Articles in the same Issue
- Asymptotic formulas and limit distributions for combinatorial configurations generated by polynomials
- On homomorphisms of many-sorted algebraic systems in connection with cryptographic applications
- A general approach to studying the stability of a Pareto optimal solution of a vector integer linear programming problem
- An upper bound for the number of maximal independent sets in a graph
- On constructing circuits for transforming the polynomial and normal bases of finite fields from one to the other
- One automaton model in biology
- On an automaton model of pursuit
Articles in the same Issue
- Asymptotic formulas and limit distributions for combinatorial configurations generated by polynomials
- On homomorphisms of many-sorted algebraic systems in connection with cryptographic applications
- A general approach to studying the stability of a Pareto optimal solution of a vector integer linear programming problem
- An upper bound for the number of maximal independent sets in a graph
- On constructing circuits for transforming the polynomial and normal bases of finite fields from one to the other
- One automaton model in biology
- On an automaton model of pursuit
