Addition Theorems (1965)

by Ehud Hrushovski A , Itamar Pitowsky B
Citations:7 - 0 self

Active Bibliography

7 Building counterexamples to generalizations for rational functions of Ritt’s decomposition theorem – Jaime Gutierrez , David Sevilla - 2006
3 Generalizations of Kochen and Specker’s theorem and the effectiveness of Gleason’s theorem – Ehud Hrushovski, Itamar Pitowsky - 2004
5 On Ritt’s decomposition Theorem in the case of finite fields – Jaime Gutierrez, David Sevilla
2 Non-contextuality, finite precision measurement and the Kochen–Specker theorem – Jonathan Barrett, Adrian Kent, Centre For Quantum Computation - 2003
1 Piron's and Bell's Geometric Lemmas and Gleason's Theorem – Georges Chevalier, Anatolij Dvurecenskij, Karl Svozil - 2000
3 Embedding Quantum Universes in Classical Ones – Cristian S. Calude, Peter H. Hertling, Karl Svozil - 1999
2 NEARLY OPTIMAL ALGORITHMS FOR THE DECOMPOSITION OF MULTIVARIATE RATIONAL FUNCTIONS AND THE EXTENDED LÜROTH’S THEOREM – Guillaume Chèze
3 A RECOMBINATION ALGORITHM FOR THE DECOMPOSITION OF MULTIVARIATE RATIONAL FUNCTIONS – Guillaume Chèze - 2010
3 Decompositions of Laurent polynomials – Michael E. Zieve
JORDAN-HÖLDER THEOREM FOR IMPRIMITIVITY SYSTEMS AND MAXIMAL DECOMPOSITIONS OF RATIONAL FUNCTIONS – M. Muzychuk, F. Pakovich - 712
4 On maximal decompositions of rational functions – M. Muzychuk, F. Pakovich
5 PRIME AND COMPOSITE LAURENT POLYNOMIALS – F. Pakovich - 710
NON-BICOLORABLE FINITE CONFIGURATIONS OF RAYS AND THEIR DEFORMATIONS – Artur E. Ruuge - 906
8 Contexts in quantum, classical and partition logic – Karl Svozil - 2006
Piron's and Bell's Geometrical Lemmas – Mirko Navara - 2001
32 Finite precision measurement nullifies the Kochen-Specker theorem – David A. Meyer - 1999
6 Physical quantum algorithms – David A. Meyer - 2001
27 Simulating Quantum Mechanics by Non-Contextual Hidden Variables – Rob Clifton, Adrian Kent - 2000
I. BASIC IDEAS – Karl Svozil - 2005