dual functions

We present a space-time certified reduced basis method for Burgers’ equation over the spatial interval (0, 1) and the temporal interval (0, T ] parametrized with respect to the Peclet number. We first introduce a Petrov-Galerkin space-time finite element discretization, which enjoys a favorable inf-sup constant that decreases slowly with Peclet number and final time T . We then consider an hp i...

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Minimum Self-dual Decompositions of Positive Dual-minor Boolean Functions

Journal: :Discrete Applied Mathematics 1999

Jan C. Bioch Toshihide Ibaraki Kazuhisa Makino

In this paper we consider decompositions of a positive dual-minor Boolean function $f$ into $f=$ $f_{1}f_{2}\ldots\ldots.f_{k}$ , where all $f_{j}$ are positive and self-dual. It is shown that the minimum $k$ having such a decomposition equals the chromatic number of a graph associated with $f$ , and the problem of deciding whether a decomposition of size $k$ exists is

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نمودار تعداد نتایج جستجو در هر سال

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A Space-Time Certified Reduced Basis Method for Burgers’ Equation

Minimum Self-dual Decompositions of Positive Dual-minor Boolean Functions

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Decompositions of positive self-dual boolean functions