International audienceIn this article, we propose a uniform random generator for accessible deterministic acyclic automata with n states, which is based on the recursive method. The generator has a preprocessing that requires O(n3) arithmetic operations, and, once it is done, can generate acyclic automata using O(n) arithmetic operations for each sample. We also propose a lazy version of the algorithm that takes advantage of the typical shape of random acyclic automata to reduce experimentally the preprocessing. Using this algorithm, we provide some statistics on acyclic automata with up to 1000 states
International audienceIn this article, we consider deterministic automata under the paradigm of aver...
AbstractUniform random generators deliver a simple empirical means to estimate the average complexit...
International audienceThis paper presents an efficient random generator, based on a Boltzmann sample...
International audienceIn this article, we propose a uniform random generator for accessible determin...
International audienceIn this article we propose an algorithm, based on Markov chain techniques, to ...
AbstractWe propose algorithms that use Markov chain techniques to generate acyclic automata uniforml...
International audienceWe propose algorithms that use Markov chain techniques to generate acyclic aut...
International audienceWe study the distribution of the number of accessible states in deterministic ...
Abstract. We show that the standard methods for the random generation of finite automata are inadequ...
We present a bijection between the set An of deterministic and accessible automata with n states on ...
AbstractA linear recurrence relation is derived for the number of unlabelled initially connected acy...
AbstractWe present a bijection between the set An of deterministic and accessible automata with n st...
Partially ordered automata are finite automata admitting no simple loops of length greater than or e...
AbstractThe representation of combinatorial objects is decisive for the feasibility of several enume...
The representation of combinatorial objects is decisive for the feasibility of several enumerative t...
International audienceIn this article, we consider deterministic automata under the paradigm of aver...
AbstractUniform random generators deliver a simple empirical means to estimate the average complexit...
International audienceThis paper presents an efficient random generator, based on a Boltzmann sample...
International audienceIn this article, we propose a uniform random generator for accessible determin...
International audienceIn this article we propose an algorithm, based on Markov chain techniques, to ...
AbstractWe propose algorithms that use Markov chain techniques to generate acyclic automata uniforml...
International audienceWe propose algorithms that use Markov chain techniques to generate acyclic aut...
International audienceWe study the distribution of the number of accessible states in deterministic ...
Abstract. We show that the standard methods for the random generation of finite automata are inadequ...
We present a bijection between the set An of deterministic and accessible automata with n states on ...
AbstractA linear recurrence relation is derived for the number of unlabelled initially connected acy...
AbstractWe present a bijection between the set An of deterministic and accessible automata with n st...
Partially ordered automata are finite automata admitting no simple loops of length greater than or e...
AbstractThe representation of combinatorial objects is decisive for the feasibility of several enume...
The representation of combinatorial objects is decisive for the feasibility of several enumerative t...
International audienceIn this article, we consider deterministic automata under the paradigm of aver...
AbstractUniform random generators deliver a simple empirical means to estimate the average complexit...
International audienceThis paper presents an efficient random generator, based on a Boltzmann sample...