ABSTRACT: A busy beaver is a Turing machine of N states which, given a blank tape, halts with an equal or higher number of printed symbols than all other machines of N states. Candidates for this class of Turing machine cannot realistically be run on a traditional simulator due to their high demands on memory and time. This paper describes some techniques that can be used to run these machines to completion with limited memory, in a reasonable amount of time, and without human intervention. These techniques include using k-macro tape representation and arcs, and automatic inductive proof generation and utilization
An oblivious 1-tape Turing machine can simulate a multicounter machine on-line in linear time and lo...
Thesis: M. Eng., Massachusetts Institute of Technology, Department of Electrical Engineering and Com...
In the early 90’s, mathematicians were tiresome to design an operative computation model headed for ...
The work's purpose was to develop and implement optimalization methods that could be used for solvin...
The busy beaver problem is to find the maximum number of 1’s that can be printed by an n-state Turin...
The busy beaver problem is to find the maximum number of non-zero characters that can be printed by ...
The busy beaver is a well-known specific example of a non-computable function. Whilst many aspects o...
AbstractLet TM(k,l) be the set of one-tape Turing machines with k states and l symbols. It is known ...
Let ϕ be a fixed numerical function. If the k-state Turing machine M with input string ϕ(k) (that is...
International audienceIn 1962, Hungarian mathematician Tibor Radó introduced in [8] the busy beaver ...
This paper interprets work on understanding the actions of Turing machines operating on an initially...
An oblivious 1-tape Turing machine can on-line simulate a multicounter machine in linear time and lo...
This paper has two purposes. The first is to investigate the characteristics of a restricted class o...
<p>The Busy Beaver values can be used up to 4 states for which they are known, for more than 4 state...
ABSTRACT. In this note we prove that any Turingmachine which uses only a finite compu-tational space...
An oblivious 1-tape Turing machine can simulate a multicounter machine on-line in linear time and lo...
Thesis: M. Eng., Massachusetts Institute of Technology, Department of Electrical Engineering and Com...
In the early 90’s, mathematicians were tiresome to design an operative computation model headed for ...
The work's purpose was to develop and implement optimalization methods that could be used for solvin...
The busy beaver problem is to find the maximum number of 1’s that can be printed by an n-state Turin...
The busy beaver problem is to find the maximum number of non-zero characters that can be printed by ...
The busy beaver is a well-known specific example of a non-computable function. Whilst many aspects o...
AbstractLet TM(k,l) be the set of one-tape Turing machines with k states and l symbols. It is known ...
Let ϕ be a fixed numerical function. If the k-state Turing machine M with input string ϕ(k) (that is...
International audienceIn 1962, Hungarian mathematician Tibor Radó introduced in [8] the busy beaver ...
This paper interprets work on understanding the actions of Turing machines operating on an initially...
An oblivious 1-tape Turing machine can on-line simulate a multicounter machine in linear time and lo...
This paper has two purposes. The first is to investigate the characteristics of a restricted class o...
<p>The Busy Beaver values can be used up to 4 states for which they are known, for more than 4 state...
ABSTRACT. In this note we prove that any Turingmachine which uses only a finite compu-tational space...
An oblivious 1-tape Turing machine can simulate a multicounter machine on-line in linear time and lo...
Thesis: M. Eng., Massachusetts Institute of Technology, Department of Electrical Engineering and Com...
In the early 90’s, mathematicians were tiresome to design an operative computation model headed for ...