6 citations · 8 across the 3 of their papers we have counts for
4 papers
The Equivariant Gromov--Witten Theory of CP^1 and Integrable hierarchies
Todor E. Milanov
We construct an integrable hierarchy in terms of vertex operators and Hirota Quadratic Equations (HQE shortly) and we show that the equivariant total descendant potential of $\C P^…
Hirota Quadratic Equations for the Extended Toda Hierarchy
Todor E. Milanov
The Extended Toda Hierarchy (shortly ETH) was introduce by E. Getzler \cite{Ge} and independently by Y. Zhang \cite{Z} in order to describe an integrable hierarchy which governs th…
Simple singularities and integrable hierarchies
Alexander B. Givental, Todor E. Milanov
The paper math.AG/0108100 gives a construction of the total descendent potential corresponding to a semisimple Frobenius manifold. In math.AG/0209205, it is proved that the total d…
Fuchsian bispectral operators
E. Horozov, T. Milanov
The aim of this paper is to classify the bispectral operators of any rank with regular singular points (the infinite point is the most important one). We characterise them in sever…