This paper considers the well-known Turing machine model, the nondeterministic real-time Turing machine. The author proves the existence of nonregular complexity classes of languages that can be recognized by nondeterministic one-way Turing machines with sublogarithmic memory restrictions. And these complexity classes form a strict hierarchy. The author defines a special language family and shows its properties to prove that hierarchy. © 2014 Allerton Press, Inc
In this paper, simultaneous lower bounds on space and input head reversals for deterministic, nondet...
This note connects two topics of Complexity Theory: The topic of succinct circuit representations i...
We show that, for any integer k, there is at least one language which is accepted by ak-tape real{ti...
This paper considers the well-known Turing machine model, the nondeterministic real-time Turing mach...
In 1965 Hennie proved that one-tape deterministic Turing machines working in linear time are equival...
We investigate the relationship between the classes of languages accepted by deterministic and nonde...
AbstractThis paper investigates some aspects of the accepting powers of deterministic, nondeterminis...
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AbstractDeterministic k-tape and multitape Turing machines with one-way, two-way and without a separ...
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AbstractTuring machines are considered as recognizers of sets of infinite (ω-type) sequences, so cal...
We study lower bounds on space and input head reversals for deterministic, nondeterministic, and alt...
This paper proves that the complexity class Ef)P, parity polynomial time [PZ83], contains the class ...
AbstractThe time separation results concerning classes of languages over a single-letter alphabet ac...
In this paper, simultaneous lower bounds on space and input head reversals for deterministic, nondet...
This note connects two topics of Complexity Theory: The topic of succinct circuit representations i...
We show that, for any integer k, there is at least one language which is accepted by ak-tape real{ti...
This paper considers the well-known Turing machine model, the nondeterministic real-time Turing mach...
In 1965 Hennie proved that one-tape deterministic Turing machines working in linear time are equival...
We investigate the relationship between the classes of languages accepted by deterministic and nonde...
AbstractThis paper investigates some aspects of the accepting powers of deterministic, nondeterminis...
The following statements are shown to be equivalent:(i)Every language accepted by a nondeterministic...
AbstractDeterministic k-tape and multitape Turing machines with one-way, two-way and without a separ...
AbstractParallel Turing machines (Ptm) can be viewed as a generalization of cellular automata (Ca) w...
Abstract. Deterministic k-tape and multitape Turing machines with one-way, twoway and without a sepa...
AbstractTuring machines are considered as recognizers of sets of infinite (ω-type) sequences, so cal...
We study lower bounds on space and input head reversals for deterministic, nondeterministic, and alt...
This paper proves that the complexity class Ef)P, parity polynomial time [PZ83], contains the class ...
AbstractThe time separation results concerning classes of languages over a single-letter alphabet ac...
In this paper, simultaneous lower bounds on space and input head reversals for deterministic, nondet...
This note connects two topics of Complexity Theory: The topic of succinct circuit representations i...
We show that, for any integer k, there is at least one language which is accepted by ak-tape real{ti...