Automorphic Forms and Galois Representations: volume1
P-adic L-functions and Euler systems: A tale in two trilogies
Publication
, Chapter
Bertolini, M; Castella, F; Darmon, H; Dasgupta, S; Prasanna, K; Rotger, V
January 1, 2014
This chapter surveys six different special value formulae for p-adic L-functions, stressing their common features and their eventual arithmetic applications via Kolyvagin’s theory of “Euler systems”, in the spirit of Coates-Wiles and Kato-Perrin-Riou.
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Bertolini, M., Castella, F., Darmon, H., Dasgupta, S., Prasanna, K., & Rotger, V. (2014). P-adic L-functions and Euler systems: A tale in two trilogies. In Automorphic Forms and Galois Representations: volume1 (pp. 52–101). https://doi.org/10.1007/9781107446335.004
Bertolini, M., F. Castella, H. Darmon, S. Dasgupta, K. Prasanna, and V. Rotger. “P-adic L-functions and Euler systems: A tale in two trilogies.” In Automorphic Forms and Galois Representations: Volume1, 52–101, 2014. https://doi.org/10.1007/9781107446335.004.
Bertolini M, Castella F, Darmon H, Dasgupta S, Prasanna K, Rotger V. P-adic L-functions and Euler systems: A tale in two trilogies. In: Automorphic Forms and Galois Representations: volume1. 2014. p. 52–101.
Bertolini, M., et al. “P-adic L-functions and Euler systems: A tale in two trilogies.” Automorphic Forms and Galois Representations: Volume1, 2014, pp. 52–101. Scopus, doi:10.1007/9781107446335.004.
Bertolini M, Castella F, Darmon H, Dasgupta S, Prasanna K, Rotger V. P-adic L-functions and Euler systems: A tale in two trilogies. Automorphic Forms and Galois Representations: volume1. 2014. p. 52–101.