heltallsbegrensninger
Heltallsbegrensninger, often translated as integer constraints, are a fundamental concept in mathematical optimization and computer science. They refer to restrictions on variables in a problem that require them to take on only integer values. This contrasts with continuous variables, which can assume any real number within a given range.
In optimization problems, particularly those involving discrete choices or indivisible units, integer constraints are essential. For
The inclusion of integer constraints significantly complicates the problem-solving process. Problems with only continuous variables can
Various algorithms and techniques have been developed to tackle integer programming problems, including branch and bound,