Geodesic

Sommaire du Fascicule no. 1

Equality in Pollard's theorem on set addition of congruence classes
p. 1-15
Factors of alternating sums of products of binomial and $q$-binomial coefficients
p. 17-31
Beta-numbers whose conjugates lie near the unit circle
p. 33-47
Square-classes in Lehmer sequences having odd parameters and their applications
p. 49-62
Simultaneous approximation of a real number by all conjugates of an algebraic number
p. 63-70
On the Diophantine equation $x^2+q^{2m}=2y^p$
p. 71-86
Rang de l'image du groupe des unités et polynômes lacunaires
p. 87-96
The torsion elements in $K_2$ of some local fields
p. 97-102

Sommaire du Fascicule no. 2

Mixed sums of squares and triangular numbers
p. 103-113
Asymptotic formula for sum-free sets in abelian groups
p. 115-124
Sur la quantité de nombres économiques
p. 125-143
On the equation $x^2+dy^2=F_n$
p. 145-155
On the number of terms of a composite polynomial
p. 157-167
Trinômes irréductibles résolubles sur un corps de nombres
p. 169-178
Imaginary quadratic fields satisfying the Hilbert–Speiser type condition for a small prime $p$
p. 179-191
The weight of half-integral weight modular forms with few non-vanishing coefficients mod $ l $
p. 193-197
On the elements of prime power order in $K_{2}$ of a number field
p. 199-203

Sommaire du Fascicule no. 3

Units in some parametric families of quartic fields
p. 205-216
On density modulo 1 of some expressions containing algebraic integers
p. 217-229
Capitulation des 2-classes d'idéaux de certains corps biquadratiques cycliques
p. 231-248
On the distribution of $({Cn\atop Dn})$ modulo $p$
p. 249-271
Zero-density estimate of $L$-functions attached to Maass forms
p. 273-284
A mean-square bound for the lattice discrepancy of bodies of rotation with flat points on the boundary
p. 285-299
The Galois relation $x_1=x_2+x_3$ for finite simple groups
p. 301-303

Sommaire du Fascicule no. 4

Iwasawa $\lambda $-invariants and Mordell–Weil ranks of abelian varieties with complex multiplication
p. 305-307
On Siegel–Shidlovskii's theory for $q$-difference equations
p. 309-335
On Fleck quotients
p. 337-363
Some more long continued fractions, I
p. 365-389
A class number criterion for the equation $(x^p-1)/(x-1)=py^q$
p. 391-401
Quintuple products and Ramanujan's partition congruence $p(11n+6)\equiv 0 (mod 11)$
p. 403-409