A Serre weight conjecture for geometric Hilbert modular forms in characteristic p.

F Diamond, S Sasaki - Journal of the European Mathematical …, 2023 - content.ems.press
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

A Serre weight conjecture for geometric Hilbert modular forms in characteristic p

F Diamond, S Sasaki - arXiv preprint arXiv:1712.03775, 2017 - arxiv.org
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

A Serre weight conjecture for geometric Hilbert modular forms in characteristic p.

F Diamond, S Sasaki - Journal of the European …, 2023 - search.ebscohost.com
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

[PDF][PDF] A SERRE WEIGHT CONJECTURE FOR GEOMETRIC HILBERT MODULAR FORMS IN CHARACTERISTIC p

F DIAMOND, SHU SASAKI - kclpure.kcl.ac.uk
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

A Serre weight conjecture for geometric Hilbert modular forms in characteristic p

F Diamond, S Sasaki - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

[PDF][PDF] A SERRE WEIGHT CONJECTURE FOR GEOMETRIC HILBERT MODULAR FORMS IN CHARACTERISTIC p

F DIAMOND, SHU SASAKI - cantabgold.net
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

[PDF][PDF] A Serre weight conjecture for geometric Hilbert modular forms in characteristic

F Diamond, S Sasaki - Journal of the European Mathematical …, 2023 - qmro.qmul.ac.uk
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

[引用][C] A Serre weight conjecture for geometric Hilbert modular forms in characteristic

F Diamond, S Sasaki - Journal of the European Mathematical Society, 2022 - ems.press
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

A Serre weight conjecture for geometric Hilbert modular forms in characteristic p

FI Diamond, S Sasaki - European Mathematical Society, 2022 - kclpure.kcl.ac.uk
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …

[PDF][PDF] A SERRE WEIGHT CONJECTURE FOR GEOMETRIC HILBERT MODULAR FORMS IN CHARACTERISTIC p

F DIAMOND, SHU SASAKI - cantabgold.net
Let p be a prime and F a totally real field in which p is unramified. We consider mod p Hilbert
modular forms for F, defined as sections of automorphic line bundles on Hilbert modular …