Chapter
On the distribution of solutions of Thue’s equation
pp.：
51 – 63
Linear independence and divided derivatives of a Drinfeld module. I
pp.：
63 – 79
Cubic threefolds with six double points
pp.：
79 – 91
Arithmétique et espaces de modules de revêtements
pp.：
91 – 119
On a polynomial with large number of irreducible factors
pp.：
119 – 127
Fractions continues paramétrées et critère de Rabinowitsch
pp.：
127 – 137
The Absolute Subspace Theorem and linear equations with unknowns from a multiplicative group
pp.：
137 – 159
On the factorization of polynomials with small Euclidean norm
pp.：
159 – 181
Small Salem numbers
pp.：
181 – 185
Variables separated polynomials, the genus 0 problem and moduli spaces
pp.：
185 – 245
Some polynomial identities related to the abc-conjecture
pp.：
245 – 253
On the distribution of solutions of decomposable form equations
pp.：
253 – 283
Finding small degree factors of lacunary polynomials
pp.：
283 – 293
On the factorization of lacunary polynomials
pp.：
293 – 309
Specializations of some hyperelliptic Jacobians
pp.：
309 – 325
Salem numbers and Pisot numbers from stars
pp.：
325 – 337
On lacunary formal series and their continued fraction expansion
pp.：
337 – 343
The ultra-divergent series Σn>_o 0-2n
pp.：
343 – 353
Une remarque sur l’équation de Catalan
pp.：
353 – 357
The work of Andrzej Schinzel in number theory
pp.：
357 – 375
Algebraic curves with many rational points over finite fields of characteristic 2
pp.：
375 – 397
Arf equivalence I
pp.：
397 – 411
The number of irreducible factors of a polynomial, III
pp.：
411 – 423
Identities with covering systems and Appell polynomials
pp.：
423 – 435
Binary recurring sequences and powers, I
pp.：
435 – 447
On Mahler’s measure for polynomials in several variables
pp.：
447 – 461
Polynomials that divide many A:-nomials
pp.：
461 – 467
Solution trees of polynomial congruences modulo prime powers
pp.：
467 – 489
The equation a(xn-1)/(x-1)=byq with ab > 1
pp.：
489 – 503
Transcendence bases of the algebra of vector invariants for a symmetric group
pp.：
503 – 519
Some applications of Schinzel’s Hypothesis to Diophantine equations
pp.：
519 – 547
On the Milnor exact sequence for rational quadratic forms
pp.：
547 – 555
Some notes on monodromy groups of polynomials
pp.：
555 – 569
Integer valued entire functions on Cartesian products
pp.：
569 – 593
On a conjecture of Schinzel and Tijdeman
pp.：
593 – 599
List of contributors
pp.：
599 – 613
Table of contents of Volume II
pp.：
613 – 615
On some convex lattice polytopes
pp.：
615 – 631
Digital blocks in linear numeration systems
pp.：
631 – 657
On irregularities of distribution in shifts and dilation of integer sequences, II
pp.：
657 – 663
Addition of integer sequences and subsets of real tori
pp.：
663 – 675
Kloosterman sums for the modular group
pp.：
675 – 699
Hecke series values of holomorphic cusp forms in the centre of the critical strip
pp.：
699 – 715
Bounds for frequencies of residues of regular second-order recurrences modulo pr
pp.：
715 – 745
Differential inequalities for Iwaniec’s q functions
pp.：
745 – 761
When is the product of two Hecke eigenforms an eigenform?
pp.：
761 – 767
Grandes valeurs de la fonction dk
pp.：
767 – 795
On a multiplicative analogue of Goldbach’s conjecture
pp.：
795 – 819
On two conjectures of Sierpiński concerning the arithmetic functions σ and φ
pp.：
819 – 829
Residue classes free of values of Euler’s function
pp.：
829 – 837
Gauss’ congruence from Dirichlet’s class number formula and generalizations
pp.：
837 – 865
Note on a variance in the distribution of primes
pp.：
865 – 873
The distribution of modular symbols
pp.：
873 – 891
On the solutions to φ(n) = φ(n + k)
pp.：
891 – 907
Lattice points in the sphere
pp.：
907 – 917
On the Barban-Davenport-Halberstam theorem: XII
pp.：
917 – 935
The integer points close to a curve III
pp.：
935 – 965
Dirichlet L-functions at the central point
pp.：
965 – 977
The Selberg class: a survey
pp.：
977 – 1017
A radically simplified Selberg zeta function for the modular group
pp.：
1017 – 1029
The Goldbach-Vinogradov Theorem
pp.：
1029 – 1049
A Tauber theorem and multiplicative functions on permutations
pp.：
1049 – 1063
Extreme values of Dirichlet L-functions at 1
pp.：
1063 – 1077
On the remainder term in the Selberg sieve
pp.：
1077 – 1089
Newforms for the modular group on spaces of dimension 2
pp.：
1089 – 1095
Computational sieving applied to some classical number-theoretic problems
pp.：
1095 – 1105
Evaluation of mean-values of products of shifted arithmetical functions, II
pp.：
1105 – 1123
Crible d’Ératosthène et modèle de Kubilius
pp.：
1123 – 1155
Three two-dimensional Weyl steps in the circle problem. III. Exponential integrals and application
pp.：
1155 – 1171
From quadratic functions to modular functions
pp.：
1171 – 1203
List of contributors
pp.：
1203 – 1213
Number Theory in Progress
：Proceedings of the International Conference on Number Theory organized by the Stefan Banach International Mathematical Center in Honor of the 60th Birthday of Andrzej Schinzel, Zakopane, Poland, June 30-July 9, 1997
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