👉 In mathematics, a non-convex function is a function that is not convex. A non-convex function is defined as one in which the graph of a function is not a straight line (a convex function) but instead has curvature and/or discontinuities at certain points. Non-convex functions are often used to model situations where there are some constraints or conditions on the behavior of the system, such as in economics, engineering, or physics. They can also be used to model
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👉 In mathematics and computer science, a non-convex set is a subset of Euclidean space that does not contain any convex set as a proper subset. In other words, it consists of points whose coordinates are all different from each other. A non-convex set can be thought of as the intersection of two or more sets of points where no one of these sets contains any point in common with another. This definition is particularly useful when dealing with optimization problems that involve minimizing a function over a
