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Number theory : diophantine, computational and algebraic aspects : proceedings of the international conference held in Eger, Hungary, July 29-August 2, 1996 / editors, Kalman Gyory, Attila Petho, Vera T. Sos.
- Format:
- Book
- Series:
- De Gruyter Proceedings in Mathematics
- Language:
- English
- Subjects (All):
- Number theory--Congresses.
- Number theory.
- Physical Description:
- 1 online resource (613 p.)
- Edition:
- Reprint 2011
- Place of Publication:
- Berlin ; New York : Walter de Gruyter, 1998.
- Language Note:
- English
- Summary:
- No detailed description available for "Number Theory".
- Contents:
- Frontmatter
- Preface
- Table of contents
- List of participants
- The average behaviour of the number of solutions of a Diophantine equation and an averaging technique / Adhikari, Sukumar Das
- Pisot numbers and greedy algorithm / Akiyama, Shigeki
- Upper bounds for the resultant and Diophantine applications / Amoroso, Francesco
- Logarithmic forms and the abc- conjecture / Baker, A.
- Local-global principles and linear algebraic groups / Bayer-Fluckiger, Eva
- Diophantine approximation and quadratic fields / Beck, József
- On a problem of P. Turán concerning irreducible polynomials / Bérczes, A. / Hajdu, L.
- On products of the terms of linear recurrences / Brindza, Béla / Liptai, Kálmán / Szalay, László
- On the Kronecker-Győry specialization / Brindza, Β. / Pintér, Á.
- On the greatest prime factor of axm + byn / Bugeaud, Yann
- The Euclidean algorithm in cubic number fields / Cavallar, Stefania / Lemmermeyer, Franz
- A problem of Diophantus and Dickson's conjecture / Dujella, Andrej
- Transcendence of Jacobi's theta series and related results / Duverney, Daniel / Nishioka, Keiji / Nishioka, Kumiko / Shiokawa, Iekata
- Some of my new and almost new problems and results in combinatorial number theory / Erdős, Paul
- Lower bounds for resultants II / Evertse, Jan-Hendrik
- Distribution of binomial coefficients modulo ρ / Franco, Zachary M.
- The distribution of the zeros of the Riemann zeta function and Baker's theorems / Fujii, Akio
- θ-congruent numbers / Fujiwara, Masahiko
- Computing power integral bases in algebraic number fields / Gaál, István
- Recent bounds for the solutions of decomposable form equations / Győry, K.
- On a generalization of the Maillet determinant / Kanemitsu, S. / Kuzumaki, T.
- An approximation problem concerning linear recurrences / Kiss, Péter
- Elementary definability from Pascal's triangle modulo ρ and the set of e-th powers / Korec, Ivan
- New methods in algebraic independence / Laurent, Michel
- On the arithmetic of simplest sextic fields and related Thue equations / Lettl, Günter / Pethő, Attila / Voutier, Paul
- Algebraic constructions of lattices; isodual lattices / Martinet, Jacques
- Real roots of Fibonacci-like polynomials / Mátyás, Ferenc
- On some modular identities / Melfi, Giuseppe
- Complete resolution of some families of Diophantine equations / Mignotte, Maurice
- Experiments on a problem of D. Shanks concerning quadratic fields / Nakahara, Toru
- Squares in binary recurrence sequences / Nakamula, Ken / Pethő, Attila
- Algebraic curves over finite fields with many rational points / Niederreiter, Harald / Xing, Chaoping
- On a Shintani decomposition for a cubic field defined by X3 + kX - 1 = 0 / Okazaki, Ryotaro
- Klein polyhedra for complete decomposable forms / Parusnikov, V.I.
- Arithmetical progressions formed by Lucas pseudoprimes / Rotkiewicz, A.
- Reducibility of polynomials over Kroneckerian fields / Schinzel, A.
- A note on certain exponential Diophantine equations / Terai, Nobuhiro
- The fundamental lemma of Kubilius and the model of Kubilius in number fields / Thuswaldner, Jörg Μ.
- Diophantine properties of digital expansions / Tichy, R.F.
- Exponential diophantine equations 1986-1996 / Tijdeman, R.
- Basic algorithms for elliptic curves / Zimmer, Horst G.
- Notes:
- Description based upon print version of record.
- Includes bibliographical references.
- Description based on online resource; title from PDF title page (publisher's Web site, viewed 08. Jul 2019)
- ISBN:
- 9783110809794
- 3110809796
- OCLC:
- 979912747
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