What is a non -consistent problem?

A unacceptable problem is a question that cannot be solved using one algorithm. This is the subject of interest in mathematics and computer programming, where the undecided problem has significant consequences. For example, scientists interested in Turing's machines dealt with the problem of stopping and looked at when computer programs stop, compared to infinitely. As with other challenges in mathematics, considerable research is surrounded by ways to circumvent undecided problems, in addition to identifying new problems for further evaluation and study. In mathematics they are often presented in the form of formulas. A simple example can be "for any real numbers, is x evenly divisible y?" This is a decisive problem because if a computer is given some values ​​for X or Y, it can use an algorithm to answer the question. More complicated problems may not be solved by the Singlue algorithm for all possible values.

In these cases, the algorithm may be accurate for some answers but could b bI can answer other values. Given some values, the algorithm could go through a number of steps to determine whether the answer to the question was yes or no. In other cases, this would not be possible because they would lack the necessary information. This is a well -known problem with some matrix problems, comprehensive analysis and some other features.

Identification of an undecided problem may occur in connection with research on mathematics and computer science. Once the problem is considered undecided, scientists can use a number of tactics to refute this theory. This may include developmental algorithms that work for some values, discussing the specifics of a problem that prevents effective algorithm treatment for all values ​​of and related activities. Mathematical and computer sciences can discuss the latest progress in this area with examples of algorithms by scientists used to explore the boundara worthy problem.

is not the theme of theoretical interest, it may have an undecided problem for the real world important consequences. For example, some computer viruses are systems with undecided problems. An attempt to a problem with a problem with a problem can be eaten through resources, causing the system to freeze or create the vulnerability of the system. Similarly, technicians could cause a system problem by unknowingly presenting it with a problem that it cannot solve. They may have to end the program or surgery, which could lead to data loss.