Linked from

The 37 pages that link to Fixed point, each with the reason it gives.

• Dynamical systemBroader topic: In a dynamical system, fixed points are states that do not evolve.

• Brouwer fixed-point theoremBroader topic: The theorem guarantees at least one such point for every map meeting its hypotheses.

• Fixed-point theoremBroader topic: It is the object whose existence every fixed-point theorem concerns.

• Burnside's lemmaBroader topic: Each group element contributes its number of fixed points to the average.

• Complex dynamicsBroader topic: Fixed points anchor orbits and are classified by the behavior of nearby iterates.

• Kakutani fixed-point theoremBroader topic: The theorem guarantees exactly this self-membership for at least one point.

• Schauder fixed-point theoremBroader topic: The theorem guarantees at least one such point for the specified self-maps.

• Dynamical systems theoryBroader topic: Equilibria are fixed points of a system's time-evolution rule.

• Lefschetz fixed-point theoremBroader topic: The theorem's conclusion is the existence of such a point.

• Poincaré–Birkhoff theoremBroader topic: The theorem guarantees at least two such points for the specified annulus map.