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- W2565264275 abstract "We introduce the boundary length and point spectrum, as a joint generalization of the boundary length spectrum and boundary point spectrum in arXiv:1307.0967. We establish by cut-and-join methods that the number of partial chord diagrams filtered by the boundary length and point spectrum satisfies a recursion relation, which combined with an initial condition determines these numbers uniquely. This recursion relation is equivalent to a second order, non-linear, algebraic partial differential equation for the generating function of the numbers of partial chord diagrams filtered by the boundary length and point spectrum." @default.
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- W2565264275 date "2017-01-01" @default.
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- W2565264275 title "The boundary length and point spectrum enumeration of partial chord diagrams using cut and join recursion" @default.
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