The Klee–Minty cube is a specific example of a convex polytope that is often used in the context of linear programming and optimization problems. It is particularly known for its role in demonstrating the limitations of certain types of algorithms, especially the simplex method. The Klee–Minty cube is an example of a "non-simple" polytope, which means that it has many facets but can be difficult for simplex methods to optimize in a straightforward manner.
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