11 Implementation All transformations in this paper can be automated, but testing the mutual exclusion of run-time rules is not even decidable: Let w � v be inputs to the Turing Machine M and be an evolving algebra simulating simultaneously the computations of M on w and on v. Assume that halt(x) is set to true, as soon as the simulation of M on x halts and that the rules of contain the following rules: if halt(w) then u1 if halt(v) then u2 Since it is undecidable to test, whether M holds on an input, it is undecidable, whether halt(w) andhalt(v) could not be true at the same time. Nevertheless heuristics can be used to decide, whether the conditions are mutually exclusive. But in general some conditions, whicharemutually exclusive, can not...
A new derivation of Peterson's well-known mutual exclusion algorithm is presented. The derivation is...
Machine learning researchers and practitioners steadily enlarge the multitude of successful learning...
In this paper we discuss the observability of hybrid systems and Turing machines. We give an element...
We study the problem of automatically proving parameterized mutual exclusion algorithms mutually exc...
When we understand that every potential halt decider must derive a formal mathematical proof from it...
The halting theorem counter-examples present infinitely nested simulation (non-halting) behavior to ...
Abstract A new elegant and simple algorithm for mutual exclusion of N processes is proposed. It only...
If there truly is a proof that shows that no universal halt decider exists on the basis that certain...
A new elegant and simple algorithm for mutual exclusion of N processes is proposed. It only requires...
The halting theorem counter-examples present infinitely nested simulation (non-halting) behavior to ...
Dijkstra introduced mutual exclusion for an N-process system as the requirement “that at any moment ...
The P versus NP problem is to determine whether every language accepted by some nondeterministic alg...
ABSTRACT. We show that the problem of whether two Turing Machines are functionally equivalent is und...
AbstractWe prove that for any Turing machine, there exists a regular (i.e. left-linear and nonoverla...
Abstract In this paper we discuss the observability of hybrid systems and Turing machines. We give ...
A new derivation of Peterson's well-known mutual exclusion algorithm is presented. The derivation is...
Machine learning researchers and practitioners steadily enlarge the multitude of successful learning...
In this paper we discuss the observability of hybrid systems and Turing machines. We give an element...
We study the problem of automatically proving parameterized mutual exclusion algorithms mutually exc...
When we understand that every potential halt decider must derive a formal mathematical proof from it...
The halting theorem counter-examples present infinitely nested simulation (non-halting) behavior to ...
Abstract A new elegant and simple algorithm for mutual exclusion of N processes is proposed. It only...
If there truly is a proof that shows that no universal halt decider exists on the basis that certain...
A new elegant and simple algorithm for mutual exclusion of N processes is proposed. It only requires...
The halting theorem counter-examples present infinitely nested simulation (non-halting) behavior to ...
Dijkstra introduced mutual exclusion for an N-process system as the requirement “that at any moment ...
The P versus NP problem is to determine whether every language accepted by some nondeterministic alg...
ABSTRACT. We show that the problem of whether two Turing Machines are functionally equivalent is und...
AbstractWe prove that for any Turing machine, there exists a regular (i.e. left-linear and nonoverla...
Abstract In this paper we discuss the observability of hybrid systems and Turing machines. We give ...
A new derivation of Peterson's well-known mutual exclusion algorithm is presented. The derivation is...
Machine learning researchers and practitioners steadily enlarge the multitude of successful learning...
In this paper we discuss the observability of hybrid systems and Turing machines. We give an element...