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Universal L^p improving for averages along polynomial curves in low dimensions

Mathematics – Classical Analysis and ODEs
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Universal singular sets in the calculus of variations

Mathematics – Classical Analysis and ODEs
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Universality for ensembles of matrices with potential theoretic weights on domains with smooth boundary

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Upper bounds on the magnitude of solutions of certain linear systems with integer coefficients

Mathematics – Classical Analysis and ODEs
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Upward extension of the Jacobi matrix for orthogonal polynomials

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Use of abstract Hardy spaces, Real interpolation and Applications to bilinear operators

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Use of Complex Lie Symmetries for Linearization of Systems of Differential Equations - I: Ordinary Differential Equations

Mathematics – Classical Analysis and ODEs
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Use of Complex Lie Symmetries for Linearization of Systems of Differential Equations - II: Partial Differential Equations

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Using sums of squares to prove that certain entire functions have only real zeros

Mathematics – Classical Analysis and ODEs
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Value-at-Risk and expected shortfall for linear portfolios with elliptically distributed risk factors

Mathematics – Classical Analysis and ODEs
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Vanishing Mean Oscillation Spaces Associated with Operators Satisfying Davies-Gaffney Estimates

Mathematics – Classical Analysis and ODEs
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Variables Scaling to Solve a Singular Bifurcation Problem with Applications to Periodically Perturbed Autonomous Systems

Mathematics – Classical Analysis and ODEs
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Variation and oscillation for singular integrals with odd kernel on Lipschitz graphs

Mathematics – Classical Analysis and ODEs
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Variation and oscillation inequalities for convolution products

Mathematics – Classical Analysis and ODEs
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Variation for singular integrals on Lipschitz graphs: L^p and endpoint estimates

Mathematics – Classical Analysis and ODEs
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Variation for the Riesz transform and uniform rectifiability

Mathematics – Classical Analysis and ODEs
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Variation operators on $BMO$ in the Schrödinger setting

Mathematics – Classical Analysis and ODEs
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Variational bounds for a dyadic model of the bilinear Hilbert transform

Mathematics – Classical Analysis and ODEs
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Variational estimates for paraproducts

Mathematics – Classical Analysis and ODEs
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Variations on a Theme by James Stirling

Mathematics – Classical Analysis and ODEs
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