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- W2059817339 abstract "Let C(t):I@?R^2 be a simple closed unit-speed C^2 curve in R^2 with normal [formula](t). The curve C generates a distribution @C which acts on vector fields [formula](x1, x2):R^2@?R^2 by line integration according to[formula] We consider the problem of efficiently approximating such functionals. Suppose we have a vector basis or frame @F=[formula] with dual @F*=[formula]; then an m-term approximation to @C can be formed by selecting m terms (@mi:1=" @default.
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- W2059817339 title "Curvelets and curvilinear integrals" @default.
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