motive < motives < motivic

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List of bibliographic references

Number of relevant bibliographic references: 21.
[0-20] [0 - 20][0 - 21][20-20][20-40]

Ident.	Authors (with country if any)	Title
000077 (1992)	Avner Ash [États-Unis]	Galois representations and cohomology of GL ( n , ℤ)
000240 (1985)	A. A. Beilinson	Higher regulators and values of L-functions
000336 (1999)	B. B. Gordon ; J. P. Murre	Chow motives of elliptic modular threefolds
000338 (2009)	Sergey Mozgovoy [Allemagne]	Poincaré polynomials of moduli spaces of stable bundles over curves
000885 (2012)	Gerd Faltings [Allemagne]	The Motivic Logarithm for Curves
000989 (2004)	Shun-Ichi Kimura [Japon]	Chow groups are finite dimensional, in some sense
000B33 (2007)	Spencer Bloch [États-Unis] ; Kazuya Kato [Japon]	L-Functions and Tamagawa Numbers of Motives
000D24 (2003)	D. Burns [Royaume-Uni] ; C. Greither [Allemagne]	On the Equivariant Tamagawa number conjecture for Tate motives
000E88 (2011)	Francesc Bars [Canada, Espagne]	On the tamagawa number conjecture for hecke characters
001073 (1999)	J. Tilouine [France] ; E. Urban [France, États-Unis]	Several-variable p -adic families of Siegel-Hilbert cusp eigensystems and their Galois representations
001173 (2011)	Rolf Schimmrigk [États-Unis]	Emergent Spacetime from Modular Motives
001456 (2010)	Snigdhayan Mahanta [Canada, États-Unis]	Noncommutative Geometry in the Framework of Differential Graded Categories
001751 (2007)	Ralf Krömer [France]	Categories as sets: problems and solutions
001889 (2007)	Alain Connes [France] ; Matilde Marcolli [Allemagne]	Renormalization, the Riemann–Hilbert Correspondence, and Motivic Galois Theory
001A05 (2001)	Yuri I. Manin [Allemagne]	Moduli, Motives, Mirrors
001A29 (1994)	Wilfred W. J. Hulsbergen [Pays-Bas]	The Bloch-Kato conjecture
002024 (2010)	V. I. Guletskii [Royaume-Uni]	Zeta functions in triangulated categories
002280 (1973)	A. M. Shermenev [Russie]	The motive of a Weil hypersurface
002657 (2007)	Olivier Wittenberg [États-Unis]	On Albanese torsors and the elementary obstruction
002A59 (2005)	David Harari ; Tamás Szamuely	Arithmetic Duality Theorems for 1-Motives
003280 (2005)	Luca Barbieri-Viale [Italie]	A Pamphlet on Motivic Cohomology

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