Name: Iwasawa 2019
Start: 2019-06-19T09:00:00+02:00
End: 2019-06-28T12:30:00+02:00
Location: Université de Bordeaux, building A33

Adrian IOVITA. Katz type p-adic L-functions when p is not split in the CM field and applications.

Antonio LEI. Pseudo-null modules and codimension two cycles for supersingular elliptic curves.

Daniel BARRERA SALAZAR. Triple product p-adic L-functions and Selmer groups over totally real number fields.

David LOEFFLER. p-adic L-functions and Euler systems for GSp(4).

E. EISCHEN. p-adic L-functions (1).

E. EISCHEN. p-adic L-functions (2).

E. EISCHEN. p-adic L-functions (3).

E. EISCHEN. p-adic L-functions (4).

Eric. URBAN. Towards an Euler system for the standard L-function attached to Siegel modular forms.

F. BLEHER Chern classes and Iwasawa theory (2)

F. BLEHER Chern classes and Iwasawa theory (3)

F. BLEHER Chern classes and Iwasawa theory (4)

F. BLEHER . Chern classes and Iwasawa theory (1)

Florian SPRUNG. Shedding light on Selmer groups for elliptic curves at supersingular primes in Z_p^2-extensions via chromatic Selmer groups.

Giovanni ROSSO. Families of Drinfeld modular forms.

Guido KINGS. Equivariant motivic Eisenstein classes and a generalization of the Damerell/Shimura/Katz theorem.

J. VONK. Overconvergent modular forms and their explicit arithmetic (1).

J. VONK. Overconvergent modular forms and their explicit arithmetic (2).

J. VONK. Overconvergent modular forms and their explicit arithmetic (3).

J. VONK. Overconvergent modular forms and their explicit arithmetic (4).

Jan NEKOVÁŘ. The plectic polylogarithm.

Jishnu RAY. Selmer groups of elliptic curves and Iwasawa algebras.

Joaquin RODRIGUES JACINTO. Norm-compatible cohomology classes in Siegel varieties.

Mladen DIMITROV. Geometry of the eigencurve and Iwasawa theory.

Poster session

Romyar SHARIFI. Eisenstein cocycles in motivic cohomology.

Ryotaro SAKAMOTO. An application of the theory of higher rank Euler, Kolyvagin, and Stark systems.

Sunsuke YAMANA. On central derivatives of (twisted) triple product p-adic L-functions.

Ted CHINBURG. Group homology and exterior quotients in Iwasawa theory.

V. ROTGER. On the arithmetic of elliptic curves via triple products of modular forms(2)

V. ROTGER. On the arithmetic of elliptic curves via triple products of modular forms (1)

V. ROTGER. On the arithmetic of elliptic curves via triple products of modular forms (3).

V. ROTGER. On the arithmetic of elliptic curves via triple products of modular forms (4).

Yukako KEZUKA . On the conjecture of Birch and Swinnerton-Dyer for certain elliptic curves with complex multiplication.

Zheng LIU. p-adic families of Klingen-Eisenstein series and theta series.

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Iwasawa 2019