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79 sonuçtan 1-3 arası sonuçlar
Sayfa 748
Combined with Theorems 1 and 3, Proposition 2 gives also sufficient conditions
for the equivalence of the Lp-norm generated by a measure p and the natural
norm of the space Kq. Such measures were completely described by Volberg [19]
in ...
Combined with Theorems 1 and 3, Proposition 2 gives also sufficient conditions
for the equivalence of the Lp-norm generated by a measure p and the natural
norm of the space Kq. Such measures were completely described by Volberg [19]
in ...
Sayfa 877
Suppose s € N and 0 € R. We put r = (x2 + y2 + z2)1/2 and denote by Hsg{K) the
completion of C^°(/C \ O) with respect to the norm \\u;Hp{K)\\ = ( T [ r2^a^\D^zu(^y
^)\2dxdydz) ' , where a = (q1,q2,q3) is a multiindex, D« y z = D^D^D°3, and Dx ...
Suppose s € N and 0 € R. We put r = (x2 + y2 + z2)1/2 and denote by Hsg{K) the
completion of C^°(/C \ O) with respect to the norm \\u;Hp{K)\\ = ( T [ r2^a^\D^zu(^y
^)\2dxdydz) ' , where a = (q1,q2,q3) is a multiindex, D« y z = D^D^D°3, and Dx ...
Sayfa 895
For q > 0, the spaces H%(K, q), H%(B,q) are equipped with the norms 1/2 |u;^(K,9
)||=(2g2fc||u;^-fc(K)||2) , |K^(D,9)||= ... R. Let Hg(T) stand for the completion of C^°(
(D\ M) x R) in the norm lk:#S(T)j| = f Yl I I r2{3+lnl-s)\DaMw(x-y-^t)\2 dxdydz dt) ' .
For q > 0, the spaces H%(K, q), H%(B,q) are equipped with the norms 1/2 |u;^(K,9
)||=(2g2fc||u;^-fc(K)||2) , |K^(D,9)||= ... R. Let Hg(T) stand for the completion of C^°(
(D\ M) x R) in the norm lk:#S(T)j| = f Yl I I r2{3+lnl-s)\DaMw(x-y-^t)\2 dxdydz dt) ' .
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İçindekiler
G KOKAREV AND S KUKSIN | 470 |
3 Linearized differential operators | 480 |
5 Moduli spaces for the solutions of quasilinear elliptic | 488 |
Telif Hakkı | |
3 diğer bölüm gösterilmiyor
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