The authors consider a set of W objects equipartitioned into R classes. They propose three deterministic learning automata solutions to this NP-hard problem. Although the first two are epsilon -optimal they seem to be practically feasible only when W is small. The last solution, which uses a new learning automaton, demonstrates an excellent partitioning capability. Experimentally, this solution converges an order of magnitude faster than the best known algorithm in the literature
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
Let Ω = {A1,..., Aw} be a set of W objects to be partitioned into R classes Π = {Π1,...,ΠR} in such ...
Part 4: Automated Machine LearningInternational audienceSolving partitioning problems in random envi...
The Object Migration Automata (OMA) has been used as a powerful tool to resolve real-life partitioni...
The Object Migrating Automata (OMA) has been used as a powerful AI-based tool to resolve real-life p...
We consider the problem of partitioning a set of elements (or objects) into mutually exclusive class...
Given a graph G, we intend to partition its nodes into two sets of equal size so as to minimize the ...
Traditional Learning Automata (LA) work with the understanding that the actions are chosen purely ba...
AbstractIn this paper we present an O(n2) implementation of Moore's algorithm for automata minimizat...
Given a graph G, we intend to partition its nodes into two sets of equal size so as to minimize the ...
Traditional Learning Automata (LA) work with the understanding that the actions are chosen purely ba...
Part 1: Invited PaperInternational audienceTraditional Learning Automata (LA) work with the understa...
AbstractIn this paper we present an O(n2) implementation of Moore's algorithm for automata minimizat...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
Let Ω = {A1,..., Aw} be a set of W objects to be partitioned into R classes Π = {Π1,...,ΠR} in such ...
Part 4: Automated Machine LearningInternational audienceSolving partitioning problems in random envi...
The Object Migration Automata (OMA) has been used as a powerful tool to resolve real-life partitioni...
The Object Migrating Automata (OMA) has been used as a powerful AI-based tool to resolve real-life p...
We consider the problem of partitioning a set of elements (or objects) into mutually exclusive class...
Given a graph G, we intend to partition its nodes into two sets of equal size so as to minimize the ...
Traditional Learning Automata (LA) work with the understanding that the actions are chosen purely ba...
AbstractIn this paper we present an O(n2) implementation of Moore's algorithm for automata minimizat...
Given a graph G, we intend to partition its nodes into two sets of equal size so as to minimize the ...
Traditional Learning Automata (LA) work with the understanding that the actions are chosen purely ba...
Part 1: Invited PaperInternational audienceTraditional Learning Automata (LA) work with the understa...
AbstractIn this paper we present an O(n2) implementation of Moore's algorithm for automata minimizat...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...
We present a minimization algorithm for finite state automata that finds and merges bisimulation-equ...