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88 sonuçtan 1-3 arası sonuçlar
Sayfa 527
First of all, observe that without loss of generality we may assume that 0 is
positive. Indeed, Nap = —N-at-0, so that in the sequel we always assume that 0 >
0. Moreover, by (C2), we have NQp = N-a<p+a, so that in what follows we may ...
First of all, observe that without loss of generality we may assume that 0 is
positive. Indeed, Nap = —N-at-0, so that in the sequel we always assume that 0 >
0. Moreover, by (C2), we have NQp = N-a<p+a, so that in what follows we may ...
Sayfa 741
Assume additionally that m is even: to = 2k. In this case, (l - (6c)m,0,0,o), (0,1 - (6c
)m,0,o) € KerJ3. Adding to x suitable multiples of these elements, we may
assume additionally that \bc)m = ti(bc)m = 0- Then the first equation in (3.37),
combined ...
Assume additionally that m is even: to = 2k. In this case, (l - (6c)m,0,0,o), (0,1 - (6c
)m,0,o) € KerJ3. Adding to x suitable multiples of these elements, we may
assume additionally that \bc)m = ti(bc)m = 0- Then the first equation in (3.37),
combined ...
Sayfa 885
Assume that (x, y) = GL(n, Z). Then detx = —1. Consequently, (—x,y) C SL(n,Z). It
is well known that the derived subgroup of GL(n,Z) is SL(n,Z), i.e., any matrix g €
SL(n, Z) can be represented in the form m where gi , . . . , 52m are some words in
...
Assume that (x, y) = GL(n, Z). Then detx = —1. Consequently, (—x,y) C SL(n,Z). It
is well known that the derived subgroup of GL(n,Z) is SL(n,Z), i.e., any matrix g €
SL(n, Z) can be represented in the form m where gi , . . . , 52m are some words in
...
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İçindekiler
A Brudnyi and D Kinzebulatov Uniform subalgebras of L00 on the unit | 495 |
N A Vavilov Can one see the signs of structure constants? | 519 |
Waldemar Holubowski A new measure of growth for groups and algebras | 545 |
Telif Hakkı | |
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Abelian Ass(M assume Aut(C automorphism Chern Chevalley groups coefficients cohomology commutative ring condition consider construction contains Corollary corresponding curve cyclotomic scheme defined definition deformations degree denote dessin diagram divisor elementary elements embedding endomorphism English transl equation exists extension fiberwise field Figure finite formula function functor Galois gauge equivalence graded modules group G Hecke operators Hence homogeneous homology homomorphism ht(p Huygens principle implies inequality integer inverse irreducible character isomorphism Lemma Lie algebras line bundle linear forms Math Mathematical Mathematics Subject Classification matrix maximal Mobius module morphism multiplication nonzero normal subgroup notation obtain operator p-group paper permutation points prime ideal pro-p group profinite profinite group proof of Theorem Proposition prove quadratic relations representation respectively result Riemann-Hilbert problem root S-ring satisfies semigroup sequence simple group space statement structure subset subspace suffices Suppose Theorem theory trivial vector wreath product