Results 181 to 190 of about 2,807 (221)
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Computational Algebra and Number Theory
1995Preface. 1: Calculating Growth Functions for Groups Using Automata M. Brazil. 2: The Minimal Faithful Degree of a Finite Commutative Inverse Semigroup S. Byleveld, D. Easdown. 3: Generalizations of the Todd-Coxeter Algorithm S. A. Linton. 4: Computing Left Kan Extensions Using the Todd-Coxeter Procedure M. Leeming, R. F. C. Walters. 5: Computing Finite
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Annals of Physics, 2003
Using the formalism of algebraic number theory the problem of solving Pell's equation can be converted into the problem of determining the period of a function on the real numbers. The ``classical'' Shor's algorithm finds an integer period of a function using the series of quantum Fourier transform.
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Using the formalism of algebraic number theory the problem of solving Pell's equation can be converted into the problem of determining the period of a function on the real numbers. The ``classical'' Shor's algorithm finds an integer period of a function using the series of quantum Fourier transform.
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1983
Abstract : Document describes research consisting mainly of the following topics: (1) Convenient stability criteria for finite difference approximations to hyperbolic initial-boundary value problems: theory and applications. (2) Operator norms, matrix norms, and multiplicativity.
Robert C. Thompson +4 more
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Abstract : Document describes research consisting mainly of the following topics: (1) Convenient stability criteria for finite difference approximations to hyperbolic initial-boundary value problems: theory and applications. (2) Operator norms, matrix norms, and multiplicativity.
Robert C. Thompson +4 more
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Computational Algebraic Number Theory.
Mathematics of Computation, 1995R. S., Michael E. Pohst
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1986
Found opportunities Classical special functions and L. J. Rogers W. N. Bailey's extension of Roger's work Constant terms Integrals Partitions and $q$-series Partitions and constant terms The hard hexagon model Ramanujan Computer algebra Appendix A. W. Gosper's Proof that $\lim_{q\rightarrow 1^-}\Gamma_q(x)=\Gamma (x)$ Appendix B.
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Found opportunities Classical special functions and L. J. Rogers W. N. Bailey's extension of Roger's work Constant terms Integrals Partitions and $q$-series Partitions and constant terms The hard hexagon model Ramanujan Computer algebra Appendix A. W. Gosper's Proof that $\lim_{q\rightarrow 1^-}\Gamma_q(x)=\Gamma (x)$ Appendix B.
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THE MATHEMATICAL SOFTWARE IMPLEMENTATION FOR COMPUTATIONAL ALGEBRA AND NUMBER THEORY
Computer Mathematics, 2000M. KOLODNYTSKY +3 more
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Computational Problems, Methods, and Results in Algebraic Number Theory
Mathematics of Computation, 1974Morris Newman, Horst G. Zimmer
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Computations with Algebraic Surfaces
Lecture Notes in Computer Science, 2020Andreas-Stephan Elsenhans +1 more
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From Formulas to Functions through Geometry: A Path to Understanding Algebraic Computations
European Journal of Investigation in Health, Psychology and Education, 2021Alice Barana
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K-theory and G-theory of derived algebraic stacks
Japanese Journal of Mathematics, 2022Adeel A Khan
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