St. Petersburg Mathematical Journal, 15. cilt,1-468. sayfalarAmerican Mathematical Society, 2004 |
Kitabın içinden
63 sonuçtan 1-3 arası sonuçlar
Sayfa 107
... yields Q = q , P = p- Əs ( q ) Əq C = ( t3 , t5 + o ( t3 ) ; t1 + o ( t2 ) , o ( t ) ) . In this case , the 7 - jet of C has the form ( 2.5 ) ( t3 , t5 + o ( t ) ; t4 , ẞt " ) . We must " kill " the monomial t7 in the last coordinate ...
... yields Q = q , P = p- Əs ( q ) Əq C = ( t3 , t5 + o ( t3 ) ; t1 + o ( t2 ) , o ( t ) ) . In this case , the 7 - jet of C has the form ( 2.5 ) ( t3 , t5 + o ( t ) ; t4 , ẞt " ) . We must " kill " the monomial t7 in the last coordinate ...
Sayfa 109
... yield с = ( t3 + o ( t3 ) , t1 + ( 4k − ß ) ťo + o ( to ) ; 2ßt8 + o ( t3 ) , t5 + ( 5k + a ) t2 + o ( t ) ) . - The change ( 2.4 ) with S = 269192 yields - C = ( t3 + o ( t3 ) , t1 + ( 4k − ß ) t ° + o ( t ° ) ; o ( t3 ) , t5 + ( 5k ...
... yield с = ( t3 + o ( t3 ) , t1 + ( 4k − ß ) ťo + o ( to ) ; 2ßt8 + o ( t3 ) , t5 + ( 5k + a ) t2 + o ( t ) ) . - The change ( 2.4 ) with S = 269192 yields - C = ( t3 + o ( t3 ) , t1 + ( 4k − ß ) t ° + o ( t ° ) ; o ( t3 ) , t5 + ( 5k ...
Sayfa 115
... yields F = ( ( t , 0 ; 0 , 0 ) , ( t , ta ; f ( t ) , g ( t ) ) ) , q > 2 = P > 2 = 0 . = x For simplicity , we let q1 and q2 = y . Clearly , along C2 we have p1 = y z ( x ) and P2y w ( x ) , where z , w = O ( x ) . · The change ( 2.4 ) ...
... yields F = ( ( t , 0 ; 0 , 0 ) , ( t , ta ; f ( t ) , g ( t ) ) ) , q > 2 = P > 2 = 0 . = x For simplicity , we let q1 and q2 = y . Clearly , along C2 we have p1 = y z ( x ) and P2y w ( x ) , where z , w = O ( x ) . · The change ( 2.4 ) ...
İçindekiler
2004 No 1 Pages 140 | 2 |
New modifications of the analytic capacity | 24 |
Mathematics Subject Classification Primary 31A15 | 139 |
Telif Hakkı | |
2 diğer bölüm gösterilmiyor
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analytic apply arbitrary assume boundary bounded braid called cell closed coincides complete condition Consequently consider constant construct contains continuous corresponding decomposition defined definition denote depend domain easily equal equation equivalent estimate exists fact finite fixed formula function geodesics given identity implies inequality integral interval introduce Journal Lemma limit linear mapping Math Mathematical matrix means measure Moreover multiplicity Nint Note Observe obtain operator orthogonal particular polynomial positive problem Proof properties Proposition proved relation Remark representation represented respect restriction result roots satisfying sequence similar singular solution space spectral spectrum statement subspace suffices Suppose tangent Theorem theory transformation transl uniqueness values vector weight yields zero