St. Petersburg Mathematical Journal, 11. cilt,1-542. sayfalarAmerican Mathematical Society, 2000 |
Kitabın içinden
28 sonuçtan 1-3 arası sonuçlar
Sayfa 499
... cone that are related to the universal inequality ( 0.1 ) . In §3 we prove estimate ( 0.2 ) and the corre- sponding combined inequalities . In §4 it is shown that the problem in a cone is uniquely solvable . The properties of the ...
... cone that are related to the universal inequality ( 0.1 ) . In §3 we prove estimate ( 0.2 ) and the corre- sponding combined inequalities . In §4 it is shown that the problem in a cone is uniquely solvable . The properties of the ...
Sayfa 503
... cone . The constant c in ( 1.23 ) is independent of v and of the parameters ( € Rd and T = 0 − iy , o € R , y > 0 . Proof . Observe that the change of variables y → n = py transforms ( 1.23 ) to the equiv- alent inequality ( 1.24 ) ...
... cone . The constant c in ( 1.23 ) is independent of v and of the parameters ( € Rd and T = 0 − iy , o € R , y > 0 . Proof . Observe that the change of variables y → n = py transforms ( 1.23 ) to the equiv- alent inequality ( 1.24 ) ...
Sayfa 507
2. Estimation outside the vertex of the cone . Let x on K equal to 0 near the vertex of the cone , equal to 1 = n∞ • ∞ and y be smooth functions near infinity , and such that Lemma 2.5 . For any ẞ € R and for all U € H8 + 2 ( K , 1 ) ...
2. Estimation outside the vertex of the cone . Let x on K equal to 0 near the vertex of the cone , equal to 1 = n∞ • ∞ and y be smooth functions near infinity , and such that Lemma 2.5 . For any ẞ € R and for all U € H8 + 2 ( K , 1 ) ...
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