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85 sonuçtan 1-3 arası sonuçlar
Sayfa 549
We introduce a discrete measure by putting μ ( Κ ) : = ΣΙΓ ' NEK for K CC \ D . By Lemma 3.2 ( iii ) , u is a Carleson measure in C \ D . Hence , ( 3.1 ) is fulfilled by the Carleson embedding theorem ( 10 , 11 ) . 3B .
We introduce a discrete measure by putting μ ( Κ ) : = ΣΙΓ ' NEK for K CC \ D . By Lemma 3.2 ( iii ) , u is a Carleson measure in C \ D . Hence , ( 3.1 ) is fulfilled by the Carleson embedding theorem ( 10 , 11 ) . 3B .
Sayfa 721
If U is an Abelian group , so is 0 , U . For a bound map f : T + T ' , we introduce the bound map 0 , f : 0,1 + 0 , T ' , Arfo A. : 9 Free Abelian groups . For a set T , let ( T ) be the Abelian group with free generators ' t , tET .
If U is an Abelian group , so is 0 , U . For a bound map f : T + T ' , we introduce the bound map 0 , f : 0,1 + 0 , T ' , Arfo A. : 9 Free Abelian groups . For a set T , let ( T ) be the Abelian group with free generators ' t , tET .
Sayfa 737
We introduce the homomorphism h : ( Ym X ) ®r → , h ( wi ... wr ) ( * 2 ' ) : = ( dz ) ( i ( wi ( " ki ( z ) ' ) 8 ... wr ( kr ( z ) ' ) ) ) , z Wr ( " kr ( z ) ' ) ) ) , z ES ” , and consider the commutative diagram IIm X F II , Y 의 ...
We introduce the homomorphism h : ( Ym X ) ®r → , h ( wi ... wr ) ( * 2 ' ) : = ( dz ) ( i ( wi ( " ki ( z ) ' ) 8 ... wr ( kr ( z ) ' ) ) ) , z Wr ( " kr ( z ) ' ) ) ) , z ES ” , and consider the commutative diagram IIm X F II , Y 의 ...
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İçindekiler
A Kokotov and B Plamenevskiỉ On the asymptotics of solutions | 477 |
J Martinet and B Venkov On integral lattices having an | 507 |
A A Pekarskiĩ Bernsteintype inequalities for the derivatives of rational | 541 |
Telif Hakkı | |
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Sık kullanılan terimler ve kelime öbekleri
algebra angle apply approximations arbitrary assume asymptotics belongs boundary bounded braid closed coefficients commutative complete condition cone Consequently consider constant construction contains continuous convergence Corollary corresponding curvature curve defined definition denote depend described differential dimension domain element English transl equal equation estimate example exists fact finite formula function geodesic given groups Hence homomorphism identity implies inequality integral interval introduce lattice Lemma Math Mathematical matrix means measure method metric minimal Moreover norm normal Note obtain operator pair particular periodic points positive present problem Proof Proposition prove regular relation Remark respectively root satisfies side similar solutions space spectrum statement subgroups Subsection suffices Suppose surface Theorem theory transformation triangle true unique values vectors weight zero