St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
18 sonuçtan 1-3 arası sonuçlar
Sayfa 188
... Lebesgue measure on T2 ; T is the hyperbolic automorphism of T2 generated by a matrix = А A = ( ) a b с d such that AE SL ( 2 , Z ) , i.e. , ( a , b , c , d ) € Z , ad bc = 1 , and a + d > 2 . Via periodicity and the Fourier expansion ...
... Lebesgue measure on T2 ; T is the hyperbolic automorphism of T2 generated by a matrix = А A = ( ) a b с d such that AE SL ( 2 , Z ) , i.e. , ( a , b , c , d ) € Z , ad bc = 1 , and a + d > 2 . Via periodicity and the Fourier expansion ...
Sayfa 198
... Lebesgue measure , are defined as follows : ( 3.1 ) ( Îh ( p , q , t ) ƒ ) ( x ) : = e2 = iht + 2 = iqx + ñihpq . f ( x + hp ) , where h 0 , f € L2 ( R " , μ ) , and ( p , q , t ) Є hn . For any hЄ R , În is a unitary representation ...
... Lebesgue measure , are defined as follows : ( 3.1 ) ( Îh ( p , q , t ) ƒ ) ( x ) : = e2 = iht + 2 = iqx + ñihpq . f ( x + hp ) , where h 0 , f € L2 ( R " , μ ) , and ( p , q , t ) Є hn . For any hЄ R , În is a unitary representation ...
Sayfa 228
... Lebesgue dominated convergence theorem , for any continuous ƒ we can find ko > 0 such that ( B.21 ) We put ↓ 2 \ mko f ( x ) — F \ dμ < 1 612 fdpn : = Σ . π ' ( n ) p ( y ) = n f . Proposition B.4 implies that the dun converge vaguely ...
... Lebesgue dominated convergence theorem , for any continuous ƒ we can find ko > 0 such that ( B.21 ) We put ↓ 2 \ mko f ( x ) — F \ dμ < 1 612 fdpn : = Σ . π ' ( n ) p ( y ) = n f . Proposition B.4 implies that the dun converge vaguely ...
İçindekiler
REPRESENTATION OF A FORM | 17 |
10 The automorphism groups of discriminant forms | 59 |
12 A general formula for the weight of representations | 65 |
Telif Hakkı | |
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