Русенски университет "Ангел Кънчев"

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Намерени са 146 резултата.

В момента Eclipse работи в демонстрационен режим.

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Автор да съдържа L. Vulkov
A transformation method for numerical identification of the time-dependent diffusion coefficient in parabolic equations
Каталог "Библиографии" | Статии от книги - библиография
A transformation method for numerical identification of the time-dependent diffusion coefficient in parabolic equations
// <I>AMEE 2019<D> : Proceedings of the 45rd International conference "Applications of mathematics in engineering and economics 2019", Sozopol, 7-13 june 2019, Ser. AIP conf. proc., 2172, 2019, Art. № 070008, DOI: 10.1063/1.5133544. (2019)
J. Kandilarov; L. Vulkov
Analysis of numerical approximations to degenerate differential equations
Каталог "Библиографии" | Статии от книги - библиография
Analysis of numerical approximations to degenerate differential equations
// <I>NMSCAA 2016<D> : International conference ''Numerical methods for scientific computatios and advanced applications'', Hissarya, Bulgaria, 29 may–02 june 2016, SIAM : Proc. - Sofia : IICT-BAS, Fastumprint, 2016, p. 3-6. (2016)
L. Vulkov
Analysis and realization of compact difference schemes for semilinear parabolic system
Каталог "Библиографии" | Статии от книги - библиография
Analysis and realization of compact difference schemes for semilinear parabolic system
// <I>NMSCAA 2016<D> : International conference ''Numerical methods for scientific computatios and advanced applications'', Hissarya, Bulgaria, 29 may–02 june 2016, SIAM : Proc. - Sofia : IICT-BAS, Fastumprint, 2016, p. 17-20. (2016)
I. Dimov; J. Kandilarov; V. Todorov; L. Vulkov
Finite difference methods: theory and applications
ЦБІІ 2801
Каталог "Книги" | Книги
Finite difference methods: theory and applications
Proceedings of Fourth international conference FDM: T&A '06, August 26-29, 2006, Lozenetz, Bulgaria (2007)
I. Farago
A Method of Lines Approach to the Numerical Solution of Singularly Perturbed Elliptic Problems
Каталог "Библиографии" | Статии от книги - библиография
A Method of Lines Approach to the Numerical Solution of Singularly Perturbed Elliptic Problems
// <I>Numerical<D> Analysis and Its Applications: Proc.: Lecture Notes in Computer Science: Vol. 1988.- Berlin : Springer-Verlag, 2001, p. 451-459. (2001)
Y. Kandilarov; L. Vulkov; A. Zadorin
Construction and Convergence of Difference Scheme for a Model Elliptic Equation with Dirac-Delta Function Coefficient
Каталог "Библиографии" | Статии от книги - библиография
Construction and Convergence of Difference Scheme for a Model Elliptic Equation with Dirac-Delta Function Coefficient
// <I>Numerical<D> Analysis and Its Applications: Proc: Lecture Notes in Computer Science: Vol. 1988.- Berlin1988.- Berlin : Springer-Verlag, 2001, p. 431-437. (2001)
Y. Kandilarov; B. Jovanovic; L. Vulkov
On the Convergence of Finite Difference Schemes for the Heat Equation with Concentrated Capacity
Каталог "Библиографии" | Периодични издания
On the Convergence of Finite Difference Schemes for the Heat Equation with Concentrated Capacity
// <I>Numerishe Mathematik<D>, 89, 2001, № 4, p. 715-734. (2001)
L. Vulkov; B. Jovanovic
A Method of Lines Approach to the Numerical Solution of Singularly Perturbed Elliptic Problems
Каталог "Библиографии" | Статии от книги - библиография
A Method of Lines Approach to the Numerical Solution of Singularly Perturbed Elliptic Problems
// <I>Numerical<D> Analysis and Its Applications: Proc.: Lecture Notes in Computer Science: Vol. 1988.- Berlin : Springer-Verlag, 2001, p. 451-459. (2001)
L. Vulkov; Y. Kandilarov; A. Zadorin
Operator's Approach to the Problems with Concentrated Factors
Каталог "Библиографии" | Статии от книги - библиография
Operator's Approach to the Problems with Concentrated Factors
// <I>Numerical<D> Analysis and Its Applications: Proc.: Lecture Notes in Computer Science: Vol. 1988.- Berlin1988.- Berlin : Springer-Verlag, 2001, p. 439 (2001)
L. Vulkov; B. Jovanovic
Construction and Convergence of Difference Scheme for a Model Elliptic Equation with Dirac-Delta Function Coefficient
Каталог "Библиографии" | Статии от книги - библиография
Construction and Convergence of Difference Scheme for a Model Elliptic Equation with Dirac-Delta Function Coefficient
// <I>Numerical<D> Analysis and Its Applications: Proc: Lecture Notes in Computer Science: Vol. 1988.- Berlin1988.- Berlin : Springer-Verlag, 2001, p. 431-437. (2001)
L. Vulkov; B. Jovanovic; Y. Kandilarov
Uniform in a Small Parameter Convergence of Samarskii's Monotone Scheme and its Modification for the Convection-diffusion Equation with Concentrated Source
Каталог "Библиографии" | Периодични издания
Uniform in a Small Parameter Convergence of Samarskii's Monotone Scheme and its Modification for the Convection-diffusion Equation with Concentrated Source
// <I>Computational<D> Mathematics and Physics, 40, 2000, N 4, p. 534-550. (2000)
I. Brayanov; L. Vulkov
Uniformly Convergent Difference Scheme for the Singularly Perturbed Convection-Diffusion Parabolic Problem with Concentrated Capacity
Каталог "Библиографии" | Статии от книги - библиография
Uniformly Convergent Difference Scheme for the Singularly Perturbed Convection-Diffusion Parabolic Problem with Concentrated Capacity
// <I>Analytical<D> and Numerical Methods for Convection-Dominated and Singularly Perturbed.- New York : Nova Science Publishers Inc., 2000, p. 161-168. (2000)
I. Brayanov; L. Vulkov
Numerical Solution of Diffusion-Desorbtion Problems with Small Ddiffusion Coefficients and Llocalized Chemical Reactions
Каталог "Библиографии" | Статии от книги - библиография
Numerical Solution of Diffusion-Desorbtion Problems with Small Ddiffusion Coefficients and Llocalized Chemical Reactions
// <I>Analytical<D> and Numerical Methods for Convection-Dominated and Singularly Perturbed.- New York : Nova Science Publishers Inc., 2000, p. 169-176. (2000)
I. Brayanov; Y. Kandilarov; L. Vulkov
Construction and Implementation of Finite-Difference Schemes for Systems of Diffusion Equations with Localized Chemical Reactions
Каталог "Библиографии" | Периодични издания
Construction and Implementation of Finite-Difference Schemes for Systems of Diffusion Equations with Localized Chemical Reactions
// <I>Computational<D> Mathematics and Mathematikal Physics, 40, 2000, N 5, p. 705-717. (2000)
Y. Kandilarov; L. Vulkov
Numerical Solution of Diffusion-Desorbtion Problems with Small Ddiffusion Coefficients and Llocalized Chemical Reactions
Каталог "Библиографии" | Статии от книги - библиография
Numerical Solution of Diffusion-Desorbtion Problems with Small Ddiffusion Coefficients and Llocalized Chemical Reactions
// <I>Analytical<D> and Numerical Methods for Convection-Dominated and Singularly Perturbed.- New York : Nova Science Publishers Inc., 2000, p. 169-176. (2000)
Y. Kandilarov; L. Vulkov; I. Brayanov
Uniform in a Small Parameter Convergence of Samarskii's Monotone Scheme and its Modification for the Convection-diffusion Equation with Concentrated Source
Каталог "Библиографии" | Периодични издания
Uniform in a Small Parameter Convergence of Samarskii's Monotone Scheme and its Modification for the Convection-diffusion Equation with Concentrated Source
// <I>Computational<D> Mathematics and Physics, 40, 2000, N 4, p. 534-550. (2000)
L. Vulkov; I. Brayanov
Construction and Implementation of Finite-Difference Schemes for Systems of Diffusion Equations with Localized Chemical Reactions
Каталог "Библиографии" | Периодични издания
Construction and Implementation of Finite-Difference Schemes for Systems of Diffusion Equations with Localized Chemical Reactions
// <I>Computational<D> Mathematics and Mathematikal Physics, 40, 2000, N 5, p. 705-717. (2000)
L. Vulkov; Y. Kandilarov
On the Conservation Laws in Magnetohydrodynamics
Каталог "Библиографии" | Периодични издания
On the Conservation Laws in Magnetohydrodynamics
// <I>Applicable Analysis<D>, 75, 2000, № 1-2, p. 1-18. (2000)
L. Vulkov
An ADI Method for Singularly Perturbed Nonstationary Problems with Curvlinear Boundary or Interface
Каталог "Библиографии" | Статии от книги - библиография
An ADI Method for Singularly Perturbed Nonstationary Problems with Curvlinear Boundary or Interface
// <I>Applications<D> of Mathematics in Engineering and Economics : Procееdings of the 25th Jubilee Summer School Sozopol' 99, Sozopol, June 13-19, 1999.- Sofia : Heron Press, 2000. (2000)
L. Vulkov
Uniformly Convergent Difference Scheme for the Singularly Perturbed Convection-Diffusion Parabolic Problem with Concentrated Capacity
Каталог "Библиографии" | Статии от книги - библиография
Uniformly Convergent Difference Scheme for the Singularly Perturbed Convection-Diffusion Parabolic Problem with Concentrated Capacity
// <I>Analytical<D> and Numerical Methods for Convection-Dominated and Singularly Perturbed.- New York : Nova Science Publishers Inc., 2000, p. 161-168. (2000)
L. Vulkov; I. Brayanov