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
AbstractA sweeping automaton is a deterministic two-way finite automaton which only changes head dir...
We present properties of multihead two-way probabilistic finite automata that parallel those of thei...
AbstractWe look at stateless multihead finite automata in their two-way and one-way, deterministic a...
AbstractWe develop a multi-head finite automata framework suitable for a more detailed study of the ...
AbstractMulti-head finite automata were introduced and first investigated by Rabin and Scott in 1964...
International audienceIn this paper, we present a parallel speed-up of a simple, yet significantly p...
The principal result described in this paper is the equivalence of the following statements:o(1)Ever...
We show that the heads of multihead unbounded-error or bounded-error or one-sidederror probabilistic...
In this work, we consider deterministic two-way multi-headautomata, the input heads of which are non...
AbstractWe investigate the descriptional complexity of deterministic two-way k-head finite automata ...
AbstractWe show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-...
AbstractWe define alternating multihead finite automata, a generalization of nondeterministic multih...
We show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-way nond...
AbstractWe consider one-way non-sensing multihead finite automata. Let Pm={1a1∗1a2∗μ∗1am#1am∗1am−1∗…...
AbstractThe goal of this paper is to study the exact complexity of several important problems concer...
AbstractA sweeping automaton is a deterministic two-way finite automaton which only changes head dir...
We present properties of multihead two-way probabilistic finite automata that parallel those of thei...
AbstractWe look at stateless multihead finite automata in their two-way and one-way, deterministic a...
AbstractWe develop a multi-head finite automata framework suitable for a more detailed study of the ...
AbstractMulti-head finite automata were introduced and first investigated by Rabin and Scott in 1964...
International audienceIn this paper, we present a parallel speed-up of a simple, yet significantly p...
The principal result described in this paper is the equivalence of the following statements:o(1)Ever...
We show that the heads of multihead unbounded-error or bounded-error or one-sidederror probabilistic...
In this work, we consider deterministic two-way multi-headautomata, the input heads of which are non...
AbstractWe investigate the descriptional complexity of deterministic two-way k-head finite automata ...
AbstractWe show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-...
AbstractWe define alternating multihead finite automata, a generalization of nondeterministic multih...
We show that if L=NL (the classical logarithmic space classes), then each unary 2nfa (a two-way nond...
AbstractWe consider one-way non-sensing multihead finite automata. Let Pm={1a1∗1a2∗μ∗1am#1am∗1am−1∗…...
AbstractThe goal of this paper is to study the exact complexity of several important problems concer...
AbstractA sweeping automaton is a deterministic two-way finite automaton which only changes head dir...
We present properties of multihead two-way probabilistic finite automata that parallel those of thei...
AbstractWe look at stateless multihead finite automata in their two-way and one-way, deterministic a...