Category:Ergodic theory

• Ergodic theory (computing)

A

• Arithmetic combinatorics (computing)
• Artin billiard (computing)
• Axiom A (computing)

B

• Bernoulli scheme (computing)

C

• Commutation theorem (computing)

D

• S. G. Dani (biography)

E

• Ellis–Numakura lemma (computing)
• Equidistributed sequence (computing)
• Equidistribution theorem (computing)
• Ergodic flow (computing)
• Ergodic hypothesis (physics)
• Ergodic process (computing)
• Ergodic Ramsey theory (computing)
• Ergodic sequence (computing)
• Ergodicity (computing)

F

• Fermi–Pasta–Ulam–Tsingou problem (computing)
• Fundamental domain (computing)

H

• Hadamard's dynamical system (computing)
• Hopf decomposition (computing)

I

• IP set (computing)

K

• Kac's lemma (computing)
• Kingman's subadditive ergodic theorem (computing)
• Kolmogorov automorphism (computing)
• Krylov–Bogolyubov theorem (computing)

L

• Lattice (discrete subgroup) (computing)
• Linear flow on the torus (computing)

M

• Maximal ergodic theorem (computing)
• Maximising measure (computing)
• Mixing (mathematics) (computing)
• Mixing (physics)

N

• No-wandering-domain theorem (computing)

O

• Ornstein isomorphism theorem (computing)
• Oseledets theorem (computing)

P

• Piecewise syndetic set (computing)
• Poincaré recurrence theorem (computing)

Q

• Quantum ergodicity (physics)

R

• Ratner's theorems (computing)
• Rice's formula (computing)
• Rokhlin lemma (computing)

S

• Stationary ergodic process (computing)
• Subshift of finite type (computing)
• Syndetic set (computing)

T

• Thick set (computing)
• Topological entropy (computing)

U

• Unit tangent bundle (computing)

V

• Volume entropy (computing)

W

• Wandering set (computing)
• Wiener–Wintner theorem (computing)