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Algebraic Complete Integrability of the Bloch–Iserles System

Vasile Brînzănescu, Tudor S. Ratiu

3/7/14 Published in : International Mathematics Research Notices

The goal of this paper is the proof of the algebraic complete integrability of the Bloch–Iserles Hamiltonian system. This result was conjectured in “A class of integrable flows on the space of symmetric matrices” (2009), based on its validity in certain special cases.

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Invariance principle for a Potts interface along a wall

The tropical momentum map: a classification of toric log symplectic manifolds

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