St. Petersburg Mathematical Journal, 8. cilt,1-542. sayfalarAmerican Mathematical Society, 1997 |
Kitabın içinden
42 sonuçtan 1-3 arası sonuçlar
Sayfa 9
... remains true for X = X + · Theorem 3.4 . Under the assumptions of Theorem 3.2 , if the gap edge + is regular and condition ( 2.11 ) is fulfilled , then the asymptotics ( 3.2 ) remains true for λ = λ ± ·入士・ The last two theorems are ...
... remains true for X = X + · Theorem 3.4 . Under the assumptions of Theorem 3.2 , if the gap edge + is regular and condition ( 2.11 ) is fulfilled , then the asymptotics ( 3.2 ) remains true for λ = λ ± ·入士・ The last two theorems are ...
Sayfa 12
... remains valid for \ = λ_ . Remark 3.15 . In Theorem 3.14 , the case d = 2 is not exceptional . The asymptotics ( 3.11 ) involves all the band functions Ej , j ≤r - 1 , but the eigenfunctions , are not involved . The asymptotics is the ...
... remains valid for \ = λ_ . Remark 3.15 . In Theorem 3.14 , the case d = 2 is not exceptional . The asymptotics ( 3.11 ) involves all the band functions Ej , j ≤r - 1 , but the eigenfunctions , are not involved . The asymptotics is the ...
Sayfa 535
... remains to put K ( 6 ) u = Þ . It is clear that K ( 6 ) is a continuous linear operator . §6 . AUXILIARY RESULTS All that remains is to prove Lemma 4.2 ; this will be done in §7 . Here we prove several results on extension of functions ...
... remains to put K ( 6 ) u = Þ . It is clear that K ( 6 ) is a continuous linear operator . §6 . AUXILIARY RESULTS All that remains is to prove Lemma 4.2 ; this will be done in §7 . Here we prove several results on extension of functions ...
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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