Multiplicative functor < Multiplicative group < Multiplicative height

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List of bibliographic references

Number of relevant bibliographic references: 32.
[0-20] [0 - 20][0 - 32][20-31][20-40]

Ident.	Authors (with country if any)	Title
000207 (1995)		ALGEBRAIC CYCLES ON AN ABELIAN VARIETY WITHOUT COMPLEX MULTIPLICATION
000680 (1967)	H. Bass ; J. Milnor ; J. P. Serre	Solution of the congruence subgroup problem for SL n ( n ≥ 3) and Sp2 n ( n ≥ 2)
000A42 (1968)	Calvin C. Moore	Group extensions of p -adic and adelic linear groups
000F56 (1968)	D. Gildenhuys [Canada]	On pro- p -groups with a single defining relator
000F95 (1998)		Fundamental solutions of pseudodifferential equations connected with -adic quadratic forms
001353 (1968)		Zeta-functions of simple algebras with non-abelian characters
001498 (1986)		FREE SUBGROUPS AND COMPACT ELEMENTS OF CONNECTED LIE GROUPS
001851 (1985)	V. P. Platonov ; A. S. Rapinchuk	Algebraic groups
001948 (1974)	John T. Tate [États-Unis]	The arithmetic of elliptic curves
001B10 (1958)	N. Jacobson [France]	Composition algebras and their automorphisms
001D34 (1973)		ON LOCAL CLASS FIELDS OF ELLIPTIC CURVES
001E09 (1984)		ON CYCLES ON ABELIAN VARIETIES OF PRIME DIMENSION OVER FINITE OR NUMBER FIELDS
001E23 (2001)	Nikolai Gordeev [Russie] ; Ulf Rehmann [Allemagne]	On Multicommutators for Simple Algebraic Groups
001F01 (1981)		ON ELLIPTIC CURVES OVER PSEUDOLOCAL FIELDS
001F84 (1992)	R. Silhol [France]	Compactifications of moduli spaces in real algebraic geometry
002134 (1988)	M. Rapoport [Allemagne]	On the local zeta function of quaternionic Shimura varieties with bad reduction
002403 (1983)	J. D. Rogawski [États-Unis] ; J. B. Tunnell [États-Unis]	On Artin L -functions associated to Hilbert modular forms of weight one
002649 (1976)		ON QUASI-LOCAL CLASS FIELDS OF ELLIPTIC CURVES. I
002737 (1972)		THE COHOMOLOGY OF ABELIAN VARIETIES OVER A NUMBER FIELD
002872 (1989)	Jack Morava [États-Unis]	Forms of K -theory
002B58 (1995)	J. B. Bost [France] ; A. Connes [France]	Hecke algebras, type III factors and phase transitions with spontaneous symmetry breaking in number theory

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