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79 sonuçtan 1-3 arası sonuçlar
Sayfa 306
This means that either the set of consistent curves on the torus T\w\ is empty, or
the consistent curves are vertical with respect to the block Mv. In the first case the
class c+ vanishes, whence ctw = 0 and a*w = 0, which easily implies that l-w - lw.
This means that either the set of consistent curves on the torus T\w\ is empty, or
the consistent curves are vertical with respect to the block Mv. In the first case the
class c+ vanishes, whence ctw = 0 and a*w = 0, which easily implies that l-w - lw.
Sayfa 351
By u we denote the Hausdorff dimension of Hn with respect to the Heisenberg
metric, which is equal to 2n + 2. The family of mappings St □ (x' , x" , X2n+i) >-* {
tx', tx", t2X2n+i), t > 0, is called the one-parametric family of dilations. Obviously ...
By u we denote the Hausdorff dimension of Hn with respect to the Heisenberg
metric, which is equal to 2n + 2. The family of mappings St □ (x' , x" , X2n+i) >-* {
tx', tx", t2X2n+i), t > 0, is called the one-parametric family of dilations. Obviously ...
Sayfa 363
of class C°°(M.n x (Hn \ {0})) and is homogeneous of degree —v + l with respect
to z. Furthermore, for each multiindex a such that |a|j, = I, we have XxK"i...ik(x,z) <
C\z\~u+S, where s > 0. The proof of Lemma 4 is similar to that of Proposition 1 in
...
of class C°°(M.n x (Hn \ {0})) and is homogeneous of degree —v + l with respect
to z. Furthermore, for each multiindex a such that |a|j, = I, we have XxK"i...ik(x,z) <
C\z\~u+S, where s > 0. The proof of Lemma 4 is similar to that of Proposition 1 in
...
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İçindekiler
ISOMETRIC EMBEDDINGS OF FINITEDIMENSIONAL SPACES | 17 |
Dedicated to M Sh Birman on the occasion of his 75th birthday | 285 |
Abstract The nonexistence of isometric embeddings I J1 t with p q is proved | 296 |
Telif Hakkı | |
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