St. Petersburg Mathematical Journal, 10. cilt,579-1070. sayfalarAmerican Mathematical Society, 1999 |
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58 sonuçtan 1-3 arası sonuçlar
Sayfa 622
... limit by a weaker condition that d is the homotopy limit of metrics dn on the corresponding 2 - polyhedra Xn ? c . Let X be a locally compact space of curvature at most к ( ER ) , having extendable geodesics , and of topological ...
... limit by a weaker condition that d is the homotopy limit of metrics dn on the corresponding 2 - polyhedra Xn ? c . Let X be a locally compact space of curvature at most к ( ER ) , having extendable geodesics , and of topological ...
Sayfa 857
... limit Pu ( x ) exists , this limit must be equal to π . Now , observe that for yn = I , we have π- Pu ( xn + iyn ) | > Cπ ( 1 Inc | I | d > In yn for some c , d > 0 ( by ( 6.4 ) ) . Thus , U ( x ) – U ( z ) ‡ O ( x − z ) as z → x , so ...
... limit Pu ( x ) exists , this limit must be equal to π . Now , observe that for yn = I , we have π- Pu ( xn + iyn ) | > Cπ ( 1 Inc | I | d > In yn for some c , d > 0 ( by ( 6.4 ) ) . Thus , U ( x ) – U ( z ) ‡ O ( x − z ) as z → x , so ...
Sayfa 977
1.4 . Limit properties of the extremal functions x .. In Subsections 1.2 , 1.3 we described the structure of the extremal functions for the problem ( * ) . In this subsection we discuss some limit properties of the functions x ,. First ...
1.4 . Limit properties of the extremal functions x .. In Subsections 1.2 , 1.3 we described the structure of the extremal functions for the problem ( * ) . In this subsection we discuss some limit properties of the functions x ,. First ...
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