Poisson Cohomology and Secondary Invariants of the Poisson Structure [the Bivector-field with Coefficient (X2 + Y2)ŝ] |
Contents
Poisson Cohomology of | 2 |
The Lie Algebra Structure | 29 |
Secondary Invariants of | 38 |
Copyright | |
1 other sections not shown
Common terms and phrases
algebra g BM,BN CALIFORNIA/SANTA CRUZ UNIVERSITY category of formal chain complex chapter coefficients cohomology spaces components computation Conjugate Pairs Corollary CRUZ The Univ CRUZ The University decomposition defined Denote differential operator direct sum Example Ə½ formal power series formal vector fields g-module Ginzburg gl(n Goncharova Theorem grading HFormal Haurent Hie H¹ Hie L1 Hiie HLie homogeneous degree HZie ideal infinite-dimensional invariant of Poisson Invgl(1 isomorphic Junko Hoshi Künneth formula L₁ Laurent series Lemma Library The University Lie algebra cohomology Lie algebra structure Lie bracket module multi-vector fields p=k+a plane R2 Poisson manifold Poisson structure primitive Recall Rham S¹ SANTA CRUZ second Poisson cohomology secondary invariants smooth functions spectral sequence ẞN subcomplex symplectic manifold trivial University Library UNIVERSITY UNIVERSITY OF CALIFORNIA UNIVERSITY OF CALIFORNIA/SANTA vector space wedge product xəy ZƏz