|
|
| |
| GENERALIZED LERAY FORMULA ON POSITIVECOMPLEX LAGRANGE-GRASSMANN MANIFOLDS |
| |
Citation： |
Wang huairou,Cui Zhiyong.GENERALIZED LERAY FORMULA ON POSITIVECOMPLEX LAGRANGE-GRASSMANN MANIFOLDS[J].Chinese Annals of Mathematics B,1984,5(2):215~234 |
| Page view： 679
Net amount： 660 |
Authors： |
Wang huairou; Cui Zhiyong |
|
|
| Abstract： |
A full proof of a matrix lemma stated in [1] is given, and the notions concerning cannonical argument and signature of a triple of the Lagrange planes in a complex phase
space is formulated. Then a formula is established which generalizes that one of J. Leray's in real phase space case. Finally, some applications of the formula are given. |
Keywords： |
|
Classification： |
|
|
|
Download PDF Full-Text
|
