Set Theory

Set theory is the mathematical study of collections of distinct objects, known as Sets. It provides the foundational language for nearly all of modern Mathematics, exploring concepts of membership and relationships.

See also

Linked from: 10c3, 10c6, 12c5, 15c2, 2c2, 3c2, 5c2, 6c2, 8c2, Aleph Numbers, Axiom Of Choice, Axiomatic Set Theory, Base Mathematics, Bijection, Binary Relation, Boolean, Boolean Algebra, Cardinal Number, Category Theory, Combinatorics, Continuum Hypothesis, Countable Set, Covering, Derived Set, Discrete, Discrete Math, Discrete Mathematics, Discrete Space, Enumeration, Equivalence Relation, Finite Set, Foundations Of Mathematics, Functions, Georg Cantor, George Boole, Group Theory, Infinite Set, Infinite Sets, Infinity, Lattice Theory, Locus, Mathematical Logic, Measure Theory, Model Theory, Order Theory, Ordinal Number, Ordinal Numbers, Partitions, Philosophy Of Math, Philosophy Of Mathematics, Proof Theory, Proper Subset, Pure Mathematics, Quantifier, Ramsey Theory, Real Analysis, Relation, Relations, Set, Sets, Some, Subset, Symbolic Logic, Topology, Totally Ordered Set, Transfinite Induction, Transfinite Number, Transfinite Numbers, Transfinite Ordinal, Well Order, Well Ordering, Well Ordering Theorem, Zermelo27s Theorem, Zfc, Zorns Lemma

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