Poisson structures on wrinkled fibrations

Author:

Suárez-Serrato P.,Torres Orozco J.

Funder

CONACyT

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference12 articles.

1. Auroux, D., Donaldson, S.K., Katzarkov, L.: Singular Lefschetz pencils. Geom. Topol. 9, 1043–1114 (2005)

2. Crainic, M., Fernandes, R.L.: Integrability of Lie brackets. Ann. Math. (2) 157(2), 575–620 (2003)

3. Damianou, P.A.: Nonlinear Poisson Brackets. Ph.D. Dissertation, University of Arizona (1989)

4. Damianou, P.A., Petalidou, F.: Poisson brackets with prescribed casimirs. Can. J. Math. 64(5), 991–1018 (2012)

5. Dufour, J.-P., Zung, N.T.: Poisson Structures and Their Normal Forms, Progress in Mathematics, vol. 242. Birkhäuser, Basel (2005)

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1. On computational Poisson geometry I: Symbolic foundations;Journal of Geometric Mechanics;2021

2. On computational Poisson geometry II: Numerical methods;Journal of Computational Dynamics;2021

3. Poisson and near-symplectic structures on generalized wrinkled fibrations in dimension 6;Annals of Global Analysis and Geometry;2019-02-13

4. Compatible poisson structures on fibered 5-manifolds;Boletín de la Sociedad Matemática Mexicana;2018-12-01

5. Poisson Structures on Smooth 4–Manifolds;Letters in Mathematical Physics;2015-08-22

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