AbstractWe develop a multi-head finite automata framework suitable for a more detailed study of the relationship between parallel logarithmic time and sequential logarithmic space, in the uniform and nonuniform settings. In both settings it turns out that NC1 requires data-independent or oblivious computations, i.e., the movement of the input-heads only depends on the length of the input, whereas logarithmic space is captured with data-dependent computations on multi-head finite state machines. This sheds new light on the question whether NC1 and logarithmic space coincide
AbstractThe goal of this paper is to study the exact complexity of several important problems concer...
The principal result described in this paper is the equivalence of the following statements:o(1)Ever...
In this work, we consider deterministic two-way multi-headautomata, the input heads of which are non...
AbstractWe develop a multi-head finite automata framework suitable for a more detailed study of the ...
We show that the heads of multihead unbounded-error or bounded-error or one-sidederror probabilistic...
International audienceIn this paper, we present a parallel speed-up of a simple, yet significantly p...
We present properties of multihead two-way probabilistic finite automata that parallel those of thei...
AbstractWe show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-...
International audienceWe present an algebraic view on logic programming, related to proof theory and...
We show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-way nond...
AbstractMulti-head finite automata were introduced and first investigated by Rabin and Scott in 1964...
Abstract. We present an algebraic view on logic programming, related to proof theory and more specif...
AbstractWe define alternating multihead finite automata, a generalization of nondeterministic multih...
AbstractWe consider one-way non-sensing multihead finite automata. Let Pm={1a1∗1a2∗μ∗1am#1am∗1am−1∗…...
Abstract. We investigate the descriptive succinctness of three fundamental notions for modeling conc...
AbstractThe goal of this paper is to study the exact complexity of several important problems concer...
The principal result described in this paper is the equivalence of the following statements:o(1)Ever...
In this work, we consider deterministic two-way multi-headautomata, the input heads of which are non...
AbstractWe develop a multi-head finite automata framework suitable for a more detailed study of the ...
We show that the heads of multihead unbounded-error or bounded-error or one-sidederror probabilistic...
International audienceIn this paper, we present a parallel speed-up of a simple, yet significantly p...
We present properties of multihead two-way probabilistic finite automata that parallel those of thei...
AbstractWe show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-...
International audienceWe present an algebraic view on logic programming, related to proof theory and...
We show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-way nond...
AbstractMulti-head finite automata were introduced and first investigated by Rabin and Scott in 1964...
Abstract. We present an algebraic view on logic programming, related to proof theory and more specif...
AbstractWe define alternating multihead finite automata, a generalization of nondeterministic multih...
AbstractWe consider one-way non-sensing multihead finite automata. Let Pm={1a1∗1a2∗μ∗1am#1am∗1am−1∗…...
Abstract. We investigate the descriptive succinctness of three fundamental notions for modeling conc...
AbstractThe goal of this paper is to study the exact complexity of several important problems concer...
The principal result described in this paper is the equivalence of the following statements:o(1)Ever...
In this work, we consider deterministic two-way multi-headautomata, the input heads of which are non...