Ordinal Optimization - Mathematical Foundations

Mathematical Foundations

See also: Mathematical optimization, Partially ordered set, Lattice (order), Greedoid, Antimatroid, Combinatorial optimization, and Duality (mathematics)#Order-reversing dualities

Ordinal optimization is the maximization of function taking values in a partially ordered set ("poset") — or, dually, the minimization of functions taking values in a poset.

Read more about this topic:  Ordinal Optimization

Famous quotes containing the words mathematical and/or foundations:

    What is history? Its beginning is that of the centuries of systematic work devoted to the solution of the enigma of death, so that death itself may eventually be overcome. That is why people write symphonies, and why they discover mathematical infinity and electromagnetic waves.
    Boris Pasternak (1890–1960)

    Society is held together by our need; we bind it together with legend, myth, coercion, fearing that without it we will be hurled into that void, within which, like the earth before the Word was spoken, the foundations of society are hidden.
    James Baldwin (1924–1987)