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Computable analysis

In mathematics and computer science, computable analysis is the study of mathematical analysis from the perspective of computability theory. It is concerned with the parts of real analysis and functional analysis that can be carried out in a computable manner. The field is closely related to constructive analysis and numerical analysis.

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Analogy with topology

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Computable analysis

Nodes60
Edges59
Triples32
Avg. degree1.97
Density0.033333
Components1

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Computable analysis

Top relations

related to Analogy with topology · 14
Computable analysis → Borel, Co-semidecidable, Computable, Discrete, Hausdorff, Heine, In, Namely, One, Semidecidable, Taking, The, There, Weihrauch
related to Realisability · 10
Computable analysis → Additionally, Bishop, Brouwer, In, It, Kleene, Markov's, This, Turing, Vesley
related to The issue of Type 1 versus Type 2 computability · 5
Computable analysis → For, Since, The, These, Type
related to Basic constructions · 2
Computable analysis → The, Turing
is a · 1
Computable analysis → study of mathematical analysis from the perspective of computability theory

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Important terminology

computable analysis real displaystyle computability numbers functions constructive result function topology continuous fact analogy results every integral turing differentiation arbitrary

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Computable analysisis astudy of mathematical analysis from the perspective of computability theory0.90text
Computable analysisrelated to Analogy with topologyOne0.60section
Computable analysisrelated to Analogy with topologyTaking0.60section
Computable analysisrelated to Analogy with topologyComputable0.60section
Computable analysisrelated to Analogy with topologySemidecidable0.60section
Computable analysisrelated to Analogy with topologyCo-semidecidable0.60section
Computable analysisrelated to Analogy with topologyThere0.60section
Computable analysisrelated to Analogy with topologyNamely0.60section
Computable analysisrelated to Analogy with topologyThe0.60section
Computable analysisrelated to Analogy with topologyHeine0.60section
Computable analysisrelated to Analogy with topologyBorel0.60section
Computable analysisrelated to Analogy with topologyIn0.60section

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