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84 sonuçtan 1-3 arası sonuçlar
Sayfa 198
Lemma 4 . If m > 0 and st > 0 , then 14 ( s , t ) | < Am ( 1 + 1s1 + 1t | ) - m , Am =
const . The same inequality holds in the region Isl s alt | and in the region t Bisl ,
provided 0 < a < min g ' ( y ) , 0 < B < ( max q ' ( y ) ) - 1 . We shall give a proof of
this ...
Lemma 4 . If m > 0 and st > 0 , then 14 ( s , t ) | < Am ( 1 + 1s1 + 1t | ) - m , Am =
const . The same inequality holds in the region Isl s alt | and in the region t Bisl ,
provided 0 < a < min g ' ( y ) , 0 < B < ( max q ' ( y ) ) - 1 . We shall give a proof of
this ...
Sayfa 270
The same remark applies to Lemma 11 . 2 as well ( and the condition on ♡ can
be weakened considerably in this case ) . 11 . 6 . Lemma . Let f e L ' ( Rd / za ) ,
Q E L° ( Rd ) , ne N . Assume that E | O | E LO ( R ) . Then Qe L ' ( R ) and ( 11 .
The same remark applies to Lemma 11 . 2 as well ( and the condition on ♡ can
be weakened considerably in this case ) . 11 . 6 . Lemma . Let f e L ' ( Rd / za ) ,
Q E L° ( Rd ) , ne N . Assume that E | O | E LO ( R ) . Then Qe L ' ( R ) and ( 11 .
Sayfa 411
For g , g ' , f as in ( 9 ) , 8 ( 8 , 8 ' ; Dillk ( 8 ' ) 8 ( 8 ' - 1 , 8 - 1 ; 8 - 1 ) ; Mi ( 8 - 1 ) illa
( B ) khilf - ) Before proving Lemma 1 , for any two commensurable groups A , A '
contained in G we introduce the number ald : A ' ) by setting a ( 1 : 1 ' ) : = [ 1 ...
For g , g ' , f as in ( 9 ) , 8 ( 8 , 8 ' ; Dillk ( 8 ' ) 8 ( 8 ' - 1 , 8 - 1 ; 8 - 1 ) ; Mi ( 8 - 1 ) illa
( B ) khilf - ) Before proving Lemma 1 , for any two commensurable groups A , A '
contained in G we introduce the number ald : A ' ) by setting a ( 1 : 1 ' ) : = [ 1 ...
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İçindekiler
A N Andrianov Factorizations of integral representations of binary | 71 |
Bizhanova and V A Solonnikov Solvability of an initialboundary | 97 |
Birman and M Solomyak On the main singularities of the electric | 125 |
Telif Hakkı | |
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Diğer baskılar - Tümünü görüntüle
Sık kullanılan terimler ve kelime öbekleri
according action algebra apply arbitrary assume assumptions asymptotic automorphism Banach space belongs boundary bounded called classical Clearly closed compact complete condition consider consists constant construct contains continuous Corollary corresponding curve defined definition denote depend derive determined direct domain element English transl equal equation equivalent estimate example exists extension fact field finite fixed formula function give given graph Hecke Hence holds identity implies inequality integral introduce isomorphic Lemma Lie algebra limit linear Math Mathematical matrix means measure method Moreover neighborhood obtain operator polynomial positive problem Proof properties Proposition prove relation Remark representation representatives respect Riemann ring satisfying sequence smooth solution space statement subgroup sufficiently surface Theorem theory transform tree unique values vector