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- 355 pages
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Computational Number Theory
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Yes, you can access Computational Number Theory by Attila Pethoe, Michael Pohst, Hugh C. Williams, Horst G. Zimmer in PDF and/or ePUB format, as well as other popular books in Matematica & Matematica generale. We have over one million books available in our catalogue for you to explore.
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Table of contents
- Preface
- List of contributors
- Table of contents
- On the construction of primitive elements and primitive normal bases in a finite field
- A numerical method for the determination of the cyclotomic polynomial coefficients
- Number systems
- Fast converging series representations of real numbers and their implementations in digital processing
- On a polynomial transformation and its application to the construction of a public key cryptosystem
- Number-theoretic transforms and a theorem of Sylvester-Kronecker- Zsigmondy
- A probabilistic class group and regulator algorithm and its implementation
- Prime-producing quadratic polynomials and class numbers of quadratic orders
- Applications of a new class number two criterion for real quadratic fields
- On a solution of a class number two problem for a family of real quadratic fields
- Cubic number fields with exceptional units
- Enumeration of totally complex quartic fields of small discriminant
- Class number computation by cyclotomic or elliptic units
- Computing fundamental units from independent units
- A note on index divisors
- Computation of independent units in number fields by a combination of the methods of Buchmann / Pethö and Pohst / Zassenhaus
- Hecke actions on classes of ternary quadratic forms
- Computation of singular moduli by multi-valued modular equations
- Congruent numbers and elliptic curves
- The rank of elliptic curves upon quadratic extension
- On the resolution of some diophantine equations
- Index form equations in cubic number fields
- On the practical solution of the Thue-Mahler equation
- Some results on Thue equations and Thue-Mahler equations
- On the solution of the diophantine equation Gn = P(x) with sieve algorithm
- On Thue equations associated with certain quartic number fields
- KANT - a tool for computations in algebraic number fields
- SIMATH - a computer algebra system