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Introduction to Ramsey Spaces (AM-174)
Volume 174 in the series
Annals of Mathematics Studies
- Language: English
- Publisher: Princeton University Press
- Copyright year: 2010
- Edition: Course Book
- Audience: Professional and scholarly;College/higher education;
- Pages
- Main content: 296
- Illustrations
- Other: 12 line illus.
- Keywords: Subset; Theorem; Ramsey theory; Zorn's lemma; Ramsey's theorem; Topology; Topological space; Banach space; Set (mathematics); Continuous function (set theory); Baire category theorem; Open set; Borel equivalence relation; Lebesgue measure; Order type; Characterization (mathematics); Constructible universe; Semigroup; Equivalence relation; Axiom of choice; Metric space; Lipschitz continuity; Mathematical induction; Cantor space; Schauder basis; Forcing (mathematics); Dimension (vector space); Forcing (recursion theory); Boolean prime ideal theorem; Corollary; Product topology; Baire space; Sequential space; Property of Baire; Compactification (mathematics); Variable (mathematics); Polish space; Subspace topology; Probability measure; Peano axioms; Gap theorem; Metrization theorem; Topological group; Complete metric space; Monotonic function; Borel set; Infinite product; Set theory; Subsequence; Borel measure; Ideal (ring theory); Scalar multiplication; Disjoint sets; Product measure; Limit point; Cantor set; Binary relation; Right inverse; Dimension; C0; Analytic set; Cantor cube; Family of sets; Continuous function; Natural topology; Equation; Bijection; Diagonalization; Combinatorics; Natural number; Dual space; Sequence; Characteristic function (probability theory); Counterexample; Partially ordered set; Unit sphere; Symmetric difference; Unit interval; Null set; Pointwise; Well-order; Partial function; Decision problem; Discrete space; Support function; Existential quantification; Countable set; Completely metrizable space; Topological dynamics; Neighbourhood (mathematics); Mathematics; Compact space; Point at infinity; Cardinality; Embedding; Mathematical problem; Sperner family; Dense set; Geometry; Tree (data structure)
eBook
- Published: July 1, 2010
- ISBN: 9781400835409
