Tekijäkoeeliminaation
Tekijäkoeeliminaation, often translated as factor elimination, is a technique used in computational algebra and logic programming to simplify expressions or solve systems of equations by systematically removing variables or terms. The core idea is to identify relationships between variables and use these relationships to substitute or eliminate less important variables. This process can significantly reduce the complexity of a problem, making it easier to solve or analyze.
The technique is particularly useful in symbolic computation where expressions can grow very large and unwieldy.
Various algorithms exist for performing factor elimination, often tailored to specific domains like polynomial systems or