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The 22 pages that link to Andrey Kolmogorov, each with the reason it gives.

• Probability theoryRelated: His 1933 axiomatization gave the modern field a rigorous foundation.

• Kolmogorov complexityRelated: His name is attached to the shortest-description measure developed independently in the 1960s.

• Gaussian processRelated: His foundations made rigorous treatment of stochastic processes possible.

• Strong law of large numbersRelated: Kolmogorov developed influential criteria and proofs for strong laws.

• Analysis of algorithmsRelated: His ideas helped shape formal measures of information and computational description.

• KAM theoryRelated: Kolmogorov announced the foundational invariant-torus persistence result in 1954.

• Andrey MarkovRelated: Kolmogorov later gave probability and stochastic processes a rigorous framework that included Markov chains.

• Leonid LevinRelated: Levin worked in the research tradition surrounding Kolmogorov’s theory of information.

• Nikolai LuzinRelated: Kolmogorov studied with Luzin and became one of his most influential students.

• Algorithmic information theoryRelated: His independent formulation gave the field its most widely used complexity measure.

• Minimum description lengthRelated: Kolmogorov complexity supplied a theoretical ideal for describing data compactly.

• Prokhorov's theoremRelated: His measure-theoretic framework helped make probability measures central mathematical objects.

• Paul LévyRelated: Kolmogorov’s axiomatic framework complemented Lévy’s work on random processes.

• Kolmogorov–Arnold–Moser theoremRelated: His 1954 announcement supplied the theorem's first proof outline.

• Probability axiomsRelated: His axiomatization became the standard formal basis for modern probability.

• Kolmogorov's three-series theoremRelated: The theorem bears his name and reflects his systematic approach to probability.

• Law of the iterated logarithmRelated: Kolmogorov proved general forms of the law under conditions allowing non-identical summands.

• Tony HoareRelated: Kolmogorov supervised Hoare’s studies in Moscow and introduced him to sorting problems.

• Vladimir ArnoldRelated: Kolmogorov was Arnold’s doctoral adviser and shared the KAM theorem’s authorship.

• History of probabilityRelated: His 1933 axioms unified probability with measure theory.

• Kolmogorov's inequalityRelated: The inequality bears his name and reflects his foundational work in probability.

• Pavel AlexandrovRelated: Kolmogorov was Alexandrov’s close collaborator and a central figure in Moscow mathematics.