Results 1 to 10 of about 312 (39)
Forum of Mathematics, Sigma, 2023 Let K be a finite extension of the p-adic field ${\mathbb {Q}}_p$ of degree d, let ${{\mathbb {F}}\,\!{}}$ be a finite field of characteristic p and let ${\overline {{D}}}$ be an n-dimensional pseudocharacter in the sense of ...
Gebhard Böckle, Ann-Kristin Juschka
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, 2021 u = 0 on ∂Ω× (0, T ). (1.3) In Problem (1.1)-(1.3) the framework is the following: the data μ is a general measure, b is a strictly increasing C-function, the operator −div(a(x, t,∇u)) is a Leray–Lions operator which is coercive and grows like |∇u| with ...
A. Marah, A. Bouajaja, H. Redwane
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The Saito-Kurokawa lifting and Darmon points [PDF]
, 2013 Let $E_{/_\Q}$ be an elliptic curve of conductor $Np$ with $p\nmid N$ and let $f$ be its associated newform of weight 2. Denote by $f_\infty$ the $p$-adic Hida family passing though $f$, and by $F_\infty$ its $\Lambda$-adic Saito-Kurokawa lift.
Longo, M., Nicole, M.
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DÉCOMPOSITION SPECTRALE ET REPRÉSENTATIONS SPÉCIALES D’UN GROUPE RÉDUCTIF $p$-ADIQUE [PDF]
Journal of the Institute of Mathematics of Jussieu, 2002 Soit $G$ un groupe réductif $p$-adique connexe. Nous effectuons une décomposition spectrale sur $G$ à partir de la formule d’inversion de Fourier utilisée dans ‘Une formule de Plancherel pour l’algèbre de Hecke d’un groupe réductif $p$-adique’, V ...
V. Heiermann
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On depth zero L‐packets for classical groups
Proceedings of the London Mathematical Society, Volume 121, Issue 5, Page 1083-1120, November 2020., 2020 Abstract By computing reducibility points of parabolically induced representations, we construct, to within at most two unramified quadratic characters, the Langlands parameter of an arbitrary depth zero irreducible cuspidal representation π of a classical group (which may be not‐quasi‐split) over a non‐archimedean local field of odd residual ...
Jaime Lust, Shaun Stevens
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$p$-ADIC $L$-FUNCTIONS FOR UNITARY GROUPS
Forum of Mathematics, Pi, 2020 This paper completes the construction of $p$-adic $L$-functions for unitary groups. More precisely, in Harris, Li and Skinner [‘$p$-adic $L$-functions for unitary Shimura varieties. I. Construction of the Eisenstein measure’, Doc. Math.Extra Vol. (2006),
ELLEN EISCHEN +3 more
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DECIDABILITY IN LOCAL AND GLOBAL FIELDS
International Congress of Mathematicans, 2019 This lecture highlights some recent advances on classical decidability issues in local and global (cid:28)elds. 2010 Mathematics Subject Classi(cid:28)cation: Primary 11U05; Secondary: 03B25, 11F85, 12J10, 12L05.
J. Koenigsmann
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Ordinary Modular Forms and Companion Points on the Eigencurve [PDF]
, 2013 We give a new proof of a result due to Breuil and Emerton which relates the splitting behavior at p of the p-adic Galois representation attached to a p-ordinary modular form to the existence of an overconvergent p-adic companion form for f.Comment: 12 ...
Bergdall, John
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A note on p-adic Rankin--Selberg L-functions [PDF]
, 2017 We prove an interpolation formula for the values of certain $p$-adic Rankin--Selberg $L$-functions associated to non-ordinary modular forms.Comment: Updated version, with minor corrections. To appear in Canad.
Loeffler, David
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A NOTE ON $p$-ADIC LINDEMANN-WEIERSTRASS
International Journal of Apllied Mathematics, 2019 In this paper we apply Ax-Schanuel’s Theorem to the ultraproduct of the p−adic fields in order to prove a weak form of the p-adic LindemannWeierstrass conjecture for almost all primes.
A. Dalloul, A. Dalloul
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