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Bessel Inequality and the Basis Property for a Dirac Type System with an Integrable Potential

Differential equations, 2020, Vol.56 (5), p.573-584

2020

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On the Riesz Inequality and the Basis Property of Systems of Root Vector Functions of a Discontinuous Dirac Operator

Differential equations, 2019-08, Vol.55 (8), p.1045-1055

2019

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On the Eigenvalue Distribution and a Bessel Property Criterion for Root Functions of a Differential Operator: I

Differential equations, 2005-04, Vol.41 (4), p.489-505

Kurbanov, V M

2005

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On the Eigenvalue Distribution and a Bessel Property Criterion for Root Functions of a Differential Operator: II

Differential equations, 2005-05, Vol.41 (5), p.649-659

Kurbanov, V M

2005

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Componentwise uniform equiconvergence of expansions in root vector functions of the Dirac operator with the trigonometric expansion

Differential equations, 2012-05, Vol.48 (5), p.655-669

2012

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Two-sided estimates for root vector functions of the Dirac operator

Differential equations, 2012-04, Vol.48 (4), p.494-505

2012

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Riesz inequality for systems of root vector functions of the Dirac operator

Differential equations, 2012-03, Vol.48 (3), p.336-342

2012

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Conditions for the absolute and uniform convergence of the biorthogonal series corresponding to a differential operator

Doklady. Mathematics, 2008-10, Vol.78 (2), Article 748

Kurbanov, V. M.

2008

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Dependence rate of equiconvergence on the module of continuity of potential of the Sturm--Liouville operator

Studia scientiarum mathematicarum Hungarica, 2004, Vol.41 (3), p.347-378

Kurbanov, V., M.

2004

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On the influence of the potential on the convergence rate of expansions in root functions of the Shrödinger operator

Differential equations, 2010-08, Vol.46 (8), p.1077-1084

2010

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Bessel Inequality and the Basis Property for a $$2m\times 2m $$ Dirac Type System with an Integrable Potential

Differential equations, 2020-05, Vol.56 (5), p.573-584

2020

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A Mean Value Formula for Root Functions of a Differential Operator with Locally Integrable Coefficients: II

Differential equations, 2002-08, Vol.38 (8), p.1108

Kurbanov, V M

2002

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Analog of the Riesz theorem and the basis property in Lp of a system of root functions of a differential operator: I

Differential equations, 2013, Vol.49 (1), p.7-19

Kurbanov, V. M.

2013

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On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in Lp: II

Differential equations, 2013-04, Vol.49 (4), p.437-449

Kurbanov, V. M.

2013

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Equiconvergence of biorthogonal expansions in root functions of differential operators: II

Differential equations, 2000-03, Vol.36 (3), p.358-376

Kurbanov, V M

2000

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Convergence of the Spectral Decomposition of a Function from the Class W p , m 1 G , p > 1 $$ {W}_{p,m}^1(G),p>1 $$ , in the Vector Eigenfunctions of a Differential Operator of the Third Order

Ukrainian mathematical journal, 2017-11, Vol.69 (6), p.839-856

2017

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Convergence of the Spectral Expansion in the Eigenfunctions of a Fourth-Order Differential Operator

Differential equations, 2019, Vol.55 (1), p.8-23

2019

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Convergence of the Spectral Decomposition of a Function from the Class W p , m 1 G , p > 1 , in the Vector Eigenfunctions of a Differential Operator of the Third Order

Ukrainian mathematical journal, 2017-01, Vol.69 (6), p.839-856

2017

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Convergence of the Spectral Decomposition of a Function from the Class Wp,m1G,p>1, in the Vector Eigenfunctions of a Differential Operator of the Third Order

Ukrainian mathematical journal, 2017, Vol.69 (6), p.839-856

2017

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On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in L^sub p^: II

Differential equations, 2013-04, Vol.49 (4), p.437

Kurbanov, V M

2013

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On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in L p : II

Differential equations, 2013-04, Vol.49 (4), p.437-449

Kurbanov, V. M.

2013

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Analog of the Riesz theorem and the basis property in L^sub p^ of a system of root functions of a differential operator: I

Differential equations, 2013-01, Vol.49 (1), p.7

Kurbanov, V M

2013

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Analog of the Riesz theorem and the basis property in L p of a system of root functions of a differential operator: I

Differential equations, 2013-01, Vol.49 (1), p.7-19

Kurbanov, V. M.

2013

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Analog of the Riesz theorem and the basis property in L sub( )pof a system of root functions of a differential operator: I

Differential equations, 2013-01, Vol.49 (1), p.7-19

Kurbanov, V M

2013

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Equiconvergence of Riesz means corresponding to second-order differential operators

Doklady. Mathematics, 2002-03, Vol.65 (2), p.187-189

2002

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Bessel Inequality and the Basis Property for a Dirac Type System with an Integrable Potential

On the Riesz Inequality and the Basis Property of Systems of Root Vector Functions of a Discontinuous Dirac Operator

On the Eigenvalue Distribution and a Bessel Property Criterion for Root Functions of a Differential Operator: I

On the Eigenvalue Distribution and a Bessel Property Criterion for Root Functions of a Differential Operator: II

Componentwise uniform equiconvergence of expansions in root vector functions of the Dirac operator with the trigonometric expansion

Two-sided estimates for root vector functions of the Dirac operator

Riesz inequality for systems of root vector functions of the Dirac operator

Conditions for the absolute and uniform convergence of the biorthogonal series corresponding to a differential operator

Dependence rate of equiconvergence on the module of continuity of potential of the Sturm--Liouville operator

On the influence of the potential on the convergence rate of expansions in root functions of the Shrödinger operator

Bessel Inequality and the Basis Property for a $$2m\times 2m $$ Dirac Type System with an Integrable Potential

A Mean Value Formula for Root Functions of a Differential Operator with Locally Integrable Coefficients: II

Analog of the Riesz theorem and the basis property in Lp of a system of root functions of a differential operator: I

On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in Lp: II

Equiconvergence of biorthogonal expansions in root functions of differential operators: II

Convergence of the Spectral Decomposition of a Function from the Class W p , m 1 G , p > 1 $$ {W}_{p,m}^1(G),p>1 $$ , in the Vector Eigenfunctions of a Differential Operator of the Third Order

Convergence of the Spectral Expansion in the Eigenfunctions of a Fourth-Order Differential Operator

Convergence of the Spectral Decomposition of a Function from the Class W p , m 1 G , p > 1 , in the Vector Eigenfunctions of a Differential Operator of the Third Order

Convergence of the Spectral Decomposition of a Function from the Class Wp,m1G,p>1, in the Vector Eigenfunctions of a Differential Operator of the Third Order

On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in L^sub p^: II

On an analog of the Riesz theorem and the basis property of the system of root functions of a differential operator in L p : II

Analog of the Riesz theorem and the basis property in L^sub p^ of a system of root functions of a differential operator: I

Analog of the Riesz theorem and the basis property in L p of a system of root functions of a differential operator: I

Analog of the Riesz theorem and the basis property in L sub( )pof a system of root functions of a differential operator: I

Equiconvergence of Riesz means corresponding to second-order differential operators

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