I. Vaisman

activity

19982008

most citedWeak-Hamiltonian dynamical systems

15 citations · 30 across the 12 of their papers we have counts for

collaborators

Showing 2007Show all

3 papers · 1 filter

math.DG2007★ 9 cited

Conformal changes of generalized complex structures

Izu Vaisman

A conformal change of $T M \oplus T^{*} M$ is a morphism of the form $(X, α) \mapsto (X, e^{τ} α)$ $(X \in T M, α \in T^{*} M, τ \in C^{\infty} (M))$ . We characterize the generalized almost complex and al…

math.DG2007

Generalized CRF-structures

Izu Vaisman

A generalized F-structure is a complex, isotropic subbundle $E$ of $T_{c} M \oplus T_{c}^{*} M$ ($T_cM=TM\otimes_{\mathds{R}}\mathds{C}$ and the metric is defined by pairing) such that $E\c…

math.SG2007★ 15 cited

Weak-Hamiltonian dynamical systems

Izu Vaisman

A big-isotropic structure $E$ is an isotropic subbundle of $T M \oplus T^{*} M$ , endowed with the metric defined by pairing. The structure $E$ is said to be integrable if the Courant br…