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A variation norm Carleson theorem

Mathematics – Classical Analysis and ODEs
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A variation of Gronwall's lemma

Mathematics – Classical Analysis and ODEs
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A vector equilibrium problem for the two-matrix model in the quartic/quadratic case

Mathematics – Classical Analysis and ODEs
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A vectorial Ingham-Beurling theorem

Mathematics – Classical Analysis and ODEs
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A very short proof of Cauchy's interlace theorem for eigenvalues of Hermitian matrices

Mathematics – Classical Analysis and ODEs
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A Volume Product Representation and its Ramifications in lp,

Mathematics – Classical Analysis and ODEs
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A weak L^2 estimate for a maximal dyadic sum operator on R^n

Mathematics – Classical Analysis and ODEs
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A weak type (1,1) inequality for maximal averages over certain sparse sequences

Mathematics – Classical Analysis and ODEs
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A weak-type orthogonality principle

Mathematics – Classical Analysis and ODEs
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A Weierstrass-type theorem for homogeneous polynomials

Mathematics – Classical Analysis and ODEs
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A Weyl type formula for Fourier spectra and frames

Mathematics – Classical Analysis and ODEs
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Abel Continuity

Mathematics – Classical Analysis and ODEs
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About estimations of difference for the partial integro-differential equation with small parameter at the leading derivative

Mathematics – Classical Analysis and ODEs
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About one characteristic of set of linear differential systems with non-negative coefficients

Mathematics – Classical Analysis and ODEs
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About one characteristic of set of linear Hamiltonian systems

Mathematics – Classical Analysis and ODEs
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About one singularity of the property of disturbed differential systems, that equivalents to linear differential equations

Mathematics – Classical Analysis and ODEs
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About polynomials related to a quadratic equation

Mathematics – Classical Analysis and ODEs
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About the operator creating secondary polynomials

Mathematics – Classical Analysis and ODEs
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Absolutely continuous functions with values in metric spaces

Mathematics – Classical Analysis and ODEs
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Absolutely convergent Fourier series. An improvement of the Beurling--Helson theorem

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