Journal de théorie des nombres de Bordeaux, Tome 33 (2021) no. 2

Sommaire

Some explicit formulas for partial sums of Möbius functions

Inoue, Shōta

p. 273-315

A variance for

k

-free numbers in arithmetic progressions of given modulus

Parry, Tomos

p. 317-360

A higher-order generalization of Jacobi’s derivative formula and its algebraic geometric analogue

Grant, David

p. 361-386

p

-adic Dynamics of Hecke Operators on Modular Curves

Goren, Eyal Z. ; Kassaei, Payman L

p. 387-431

Lubin–Tate Deformation Spaces and Fields of Norms

Carter, Annie ; Strauch, Matthias

p. 433-458

Multiplicative independence of modular functions

Fowler, Guy

p. 459-509

Special values of Goss

L

-series attached to Drinfeld modules of rank 2

Gezmiş, Oğuz

p. 511-552

Zeta-like Multizeta Values for higher genus curves

Lara Rodríguez, José Alejandro ; Thakur, Dinesh S.

p. 553-581

The distribution of numbers with many ordered factorizations

Lebowitz-Lockard, Noah

p. 583-606

On the

ℓ

-adic valuation of certain Jacobi sums

Arul, Vishal

p. 607-625

Correction to the paper “Kolyvagin’s result on the vanishing of

Ш (E / K) [p^{\infty}]

and its consequences for anticyclotomic Iwasawa theory”

Matar, Ahmed ; Nekovář, Jan

p. 627-628