epäyhtäläisehtojen
Epäyhtäläisehtojen is a Finnish term that refers to inequality conditions used in mathematical problems, particularly in optimization, economics, and operations research. The word is derived from “epäyhtäläiset ehdot”, which literally means “inequality conditions” where “epäyhtäläiset” translates to “inequalities” and “ehdot” to “conditions”. Inequality constraints are a fundamental component of linear programming (LP) and integer programming (IP) models, as well as in nonlinear optimization formulations such as quadratic programming and convex optimization.
In an optimization model, equality constraints fix a linear combination of variables to an exact value, whereas
Inequality constraints are used to encode capacity limits, resource budgets, risk thresholds, and policy requirements in