Proceedings of the ... Summer Meeting of the Canadian Mathematical Congress, Volume 25Utilitas Mathematica Publishing, Incorporated, 1971 - Mathematics |
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Page 169
... finite . Let Sn + 1 be Snusn⭑ for n≥1 . J. A. Robinson's theory of resolution proves that if a finite set S of clauses is contradictory , then Sn must contain the empty clause for some finite n . Lexical instances of the clauses in Sn ...
... finite . Let Sn + 1 be Snusn⭑ for n≥1 . J. A. Robinson's theory of resolution proves that if a finite set S of clauses is contradictory , then Sn must contain the empty clause for some finite n . Lexical instances of the clauses in Sn ...
Page 173
... finite level and may be truncated at that level . The lexical instance remains false however the binary string is terminated . There cannot be infinitely many finite binary strings . If there were , then 0 or 1 would prefix infinitely ...
... finite level and may be truncated at that level . The lexical instance remains false however the binary string is terminated . There cannot be infinitely many finite binary strings . If there were , then 0 or 1 would prefix infinitely ...
Page 324
... Finite Geometries . Springer - Verlag Berlin . Heidelberg . New York ( 1968 ) . L. Dickey , Construction of Absolute and Hyperbolic Planes from Ruled Surfaces and Ovoids in Three Dimensional Finite Projective Geometries . Ph.D. Thesis ...
... Finite Geometries . Springer - Verlag Berlin . Heidelberg . New York ( 1968 ) . L. Dickey , Construction of Absolute and Hyperbolic Planes from Ruled Surfaces and Ovoids in Three Dimensional Finite Projective Geometries . Ph.D. Thesis ...
Common terms and phrases
adjacency matrix algebraic algorithm associative closure atomic formulas automaton automorphism automorphism group axioms Banach space Billigheimer binary blocks braid chromatic polynomial clauses column complete congruence contains corresponding D₁ D₂ defined denote derivatives Desargues configurations differentiable edge eigenvalues elements entries equations equivalent ERSITY exists Figure finite formulas Fréchet differentiable function given graph h₁ Hence hexads homeomorphism idempotent implies incident integer interactive method irreducible isomorphic job table k₁ k₂ Laguerre plane Lemma lex characters lexical instances lexical system lexical table lexical terms LIBRARY linear Math mathematical matrix Moebius Moebius plane notation operator pairs permutation planar maps points polynomial problem proof procedure proof set prove RABECGI result rooted rough norm SAN DIEGO self-adjoint semigroup sequence SETTIME solution spline strand structure subset theorem theory topological triangle UNIVERSITY vector vertex vertices W. T. Tutte zero