A. Yu. Orlov

most citedHypergeometric tau functions

τ (t, T, t^{*})

\infty

-soliton tau function in T variables

5 citations · 5 across the 2 of their papers we have counts for

collaborators

2 papers

nlin.SI2004

A relationship between rational and multi-soliton solutions of the BKP hierarchy

J. J. C. Nimmo, A. Yu. Orlov

We consider a special class of solutions of the BKP hierarchy which we call $τ$ -functions of hypergeometric type. These are series in Schur $Q$ -functions over partitions, with coef…

nlin.SI2003★ 5 cited

Hypergeometric tau functions $τ (t, T, t^{*})$ as $\infty$ -soliton tau function in T variables

A. Yu. Orlov

We consider KP tau function of hypergeometric type $τ (t, T, t^{*})$ , where the set $t$ is the KP higher times and $T, t^{*}$ are sets of parameters. Fixing ${\bf t…

A relationship between rational and multi-soliton solutions of the BKP hierarchy

Hypergeometric tau functions τ(t,T,t∗) as ∞-soliton tau function in T variables

Hypergeometric tau functions $τ (t, T, t^{*})$ as $\infty$ -soliton tau function in T variables