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- W3100775692 abstract "The purpose of this paper is twofold. The first is to apply the method introduced in the works of Nakayashiki and Smirnov [11, 12] on the Mumford system to its variants. The other is to establish a relation between the Mumford system and the isospectral limit $$mathcal{Q}_g^{(I)}$$ and $$mathcal{Q}_g^{(II)}$$ of the Noumi-Yamada system [15]. As a consequence, we prove the algebraically completely integrability of the systems $$mathcal{Q}_g^{(I)}$$ and $$mathcal{Q}_g^{(II)}$$ , and get explicit descriptions of their solutions." @default.
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- W3100775692 title "Cohomological Study on Variants of the Mumford System, and Integrability of the Noumi–Yamada System" @default.
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