Global existence theorem < Global field < Global fields

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List of bibliographic references

Number of relevant bibliographic references: 36.
[0-20] [0 - 20][0 - 36][20-35][20-40]

Ident.	Authors (with country if any)	Title
000079 (1972)	J. S. Milne [États-Unis]	On the arithmetic of abelian varieties
000389 (1972)	Barry Mazur [États-Unis]	Rational points of abelian varieties with values in towers of number fields
000395 (1989)	Armand Borel [États-Unis, Inde] ; Gopal Prasad [États-Unis, Inde]	Finiteness theorems for discrete subgroups of bounded covolume in semi-simple groups
000475 (1976)	M. S. Raghunathan [Inde]	On the congruence subgroup problem
000615 (1976)	V. P. Platonov	Algebraic groups
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)
000810 (1991)		ON THE PROBLEM OF MAXIMALITY OF ARITHMETIC SUBGROUPS OF INDEFINITE ORTHOGONAL GROUPS OF TYPE (Dl)
000867 (1996)	A. Silverberg [États-Unis] ; Yu. G. Zarhin [États-Unis]	Variations on a theme of Minkowski and Serre
000A42 (1968)	Calvin C. Moore	Group extensions of p -adic and adelic linear groups
000C13 (1977)	H. W. Lenstra Jr. [Pays-Bas]	On Artin's conjecture and Euclid's algorithm in global fields
000C81 (1977)		ELLIPTIC MODULES. II
001059 (1985)		WEIGHTS OF SIMPLE LIE ALGEBRAS IN THE COHOMOLOGY OF ALGEBRAIC VARIETIES
001145 (1968)		ALGEBRAIC CURVES OVER FUNCTION FIELDS. I
001181 (1983)	Gopal Prasad [Inde] ; M. S. Raghunathan [Inde]	On the congruence subgroup problem: Determination of the “metaplectic kernel”
001483 (1986)		CLASSIFICATION OF THE MAXIMAL ARITHMETIC SUBGROUPS OF INDEFINITE ORTHOGONAL GROUPS OF TYPE
001489 (1980)	O. M. Fomenko	Applications of the theory of modular forms to number theory
001718 (1982)		The arithmetic theory of algebraic groups
001776 (1984)	D. A. Kazhdan [États-Unis, Allemagne] ; S. J. Patterson [États-Unis, Allemagne]	Metaplectic forms
001851 (1985)	V. P. Platonov ; A. S. Rapinchuk	Algebraic groups
001939 (1982)	Yu. G. Zarkhin	Cohomologies of algebraic manifolds and representations of semisimple Lie algebras
001C72 (1976)	Horst Günter Zimmer [Allemagne]	On the difference of the Weil height and the Néron-Tate height

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