Bosch, R. Remmert , Non-Archimedean analysis A systematic approach to rigid analytic geometry , of Grundlehren der Mathematischen Wissenschaften [Fundamental Principles of Mathematical Sciences , Bushnell and G. Blasius and. Diaz, F. Gramain, and G.

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- Andrea D'Agnolo's articles on arXiv.
- Geometric Aspects of Dwork Theory - PDF Free Download.

Buzzard and. Eigenvarieties , [Cam11] Frank Cameron. Nearly rigid analytic modular forms and their values at CM points , Thesis Ph. McGill University , pp. Cherbonnier and P. Chevalley , Deux Th?? Coleman and. Mazur , The Eigencurve , Galois representations in arithmetic algebraic geometry , pp. Colmez , R??? Coleman , Classical and overconvergent modular forms , Inventiones Mathematicae , vol. Coleman , P-adic Banach spaces and families of modular forms , Inventiones mathematicae , vol.

Courtieu and A. Besser and R.

## Heidelberg Lectures on Coleman Integration

The syntomic regulator for the K -theory of fields. Higher regulators and values of L -functions. France N. Introductions aux cohomologies p -adiques Luminy, With an appendix in English by A. Integration of one-forms on p-adic analytic spaces , volume of Annals of Mathematics Studies. Syntomic regulators and p -adic integration I: rigid syntomic regulators. Israel Journal of Math. Syntomic regulators and p -adic integration II: K 2 of curves.

Coleman integration using the Tannakian formalism. Number Theory , 2 —, On differential Tannakian categories and Coleman integration. Besser and H. The double shuffle relations for p -adic multiple zeta values.

## Laurent Berger - Google Scholar Citations

In Primes and knots , volume of Contemp. Bloch and K.

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- Philosophy Guid to Mill on Utilitarianism;
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- Tragic Thought and the Grammar of Tragic Myth.

L -functions and Tamagawa numbers of motives. Balakrishnan, K. Kedlaya, and M.

Lie groups and Lie algebras. Chapters 1—3. Elements of Mathematics Berlin. Springer-Verlag, Berlin, Translated from the French, Reprint of the English translation. Chabauty methods and covering techniques applied to generalized Fermat equations , volume of CWI Tract. Dissertation, University of Leiden, Leiden, Chabauty methods using elliptic curves. Reine Angew. Coleman and E. Paris , —, MathSciNet Google Scholar. Weights in rigid cohomology applications to unipotent F -isocrystals.

Coates and M. Selmer varieties for curves with CM Jacobians. Kyoto J. Chiarellotto and B. Le Stum. F -isocristaux unipotents. Compositio Math. Dilogarithms, regulators, and p -adic L -functions. Effective Chabauty. Duke Math. Torsion points on curves and p -adic abelian integrals. Annals of Math.

## Andrea D'Agnolo's articles on arXiv

Torsion points on Fermat curves. Ramified torsion points on curves. Notes from lectures at the University of Minnesota, Reciprocity laws on curves.

Goren : Hilbert modular varieties of low dimension. In Geometric aspects of Dwork theory. KG, Berlin , Goren and K. Lauter : Class invariants for quartic CM fields. Annales Inst. Fourier 57, 2 , p. Goren and Payman L Kassaei : The canonical subgroup: a "subgroup-free" approach. Lauter: Evil primes and superspecial moduli.

ID , 19 pp. Charles, E.

### Citations per year

Lauter: Families of Ramanujan graphs and quaternion algebras. Groups and symmetries, , CRM Proc. Lecture Notes, 47, Amer. Lauter: Cryptographic hash functions from expander graphs. What's that all about? The distance between superspecial abelian varieties with real multiplication.

### Duplicate citations

Number Theory , No. Paris, Ser.

I Reine Angew. Crelle's Journal. DOI: