Stable Set

The term stable set may refer to:

  • The independent set in graph theory, the set of vertices of a graph not directly connected by edges.
  • The stable set in dynamical systems, the set of points leading up to an attractor.
  • The stable set (also known as the Von Neumann-Morgenstern solution) in cooperative games: a set of alternatives satisfying the internal and external stability conditions.

Famous quotes containing the words stable and/or set:

    “In short, no association or alliance can be happy or stable without me. People can’t long tolerate a ruler, nor can a master his servant, a maid her mistress, a teacher his pupil, a friend his friend nor a wife her husband, a landlord his tenant, a soldier his comrade nor a party-goer his companion, unless they sometimes have illusions about each other, make use of flattery, and have the sense to turn a blind eye and sweeten life for themselves with the honey of folly.”
    —Desiderius Erasmus (c. 1466–1536)

    “I’ll give my jewels for a set of beads,
    My gorgeous palace for a hermitage,
    ...
    And my large kingdom for a little grave,
    A little, little grave, an obscure grave.”
    —William Shakespeare (1564–1616)