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Vvedenie v teoriyu priblizheniya funktsii (Introduction to the Theory of Approximation of Functions), Leningrad: Izdat
M. Masujima (2005)
Integral Equations of the Fredholm Type
N. Gabbasov (2009)
Methods for solving an integral equation of the third kind with fixed singularities in the kernelDifferential Equations, 45
N.S. Gabbasov (2004)
Special Versions of the Method of Subdomains for Integro-Differential Equations in the Singular CaseDiffer. Uravn., 40
N. Gabbasov (1991)
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Translated under the title Funktsional'nyi analiz. Teoriya i prilozheniya
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An Estimate of the Norm of a Certain Polynomial Operator in the Space of Continuous Functions
K.M. Case, P.F. Zweifel (1972)
Linear Transport Theory
N. Gabbasov (2001)
New Versions of Spline Methods for a Class of Integro-Differential EquationsDifferential Equations, 37
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The Theory of Solvability of a Class of Integro-Differential Equations in a Space of Generalized Functions
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Linear Transport Theory, Reading, Mass.: Addison-Wesley Publ., 1967. Translated under the title Lineinaya teoriya perenosa, Moscow: Mir
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Optimal’nye approksimatsii reshenii lineinykh zadach (Optimal Approximations to Solutions of Linear Problems)
(1973)
A Boundary Value Problem with a Shift
N.S. Gabbasov (1990)
A New Direct Method for Solving Integral Equations of the First KindDiffer. Uravn., 26
N.P. Vekua (1939)
Integral Equations of the Fredholm Type with Hadamard IntegralTr. Tbil. Mat. Inst., 4
R. Edwards (1965)
Functional Analysis: Theory and Applications
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Metody resheniya integral’nykh uravnenii Fredgol’ma v prostranstvakh obobshchennykh funktsii (Methods for Fredholm Integral Equations in Spaces of Generalized Functions)
(1972)
Singular Integral Equation with Symbol Vanishing at Finitely Many Points
N.S. Gabbasov (2001)
New Versions of Spline Methods for a Class of Integro-Differential EquationsDiffer. Uravn., 37
B.G. Gabdulkhaev (1980)
Optimal’nye approksimatsii reshenii lineinykh zadach
N.S. Gabbasov (2009)
Methods for Solving an Integral Equation of the Third Kind with Fixed Singularities in the KernelDiffer. Uravn., 45
G. Bart, R. Warnock (1973)
Linear Integral Equations of the Third KindSiam Journal on Mathematical Analysis, 4
I.K. Daugavet (1977)
Vvedenie v teoriyu priblizheniya funktsii
N.S. Gabbasov (2001)
New Versions of the Collocation Method for a Class of Integro-Differential EquationsIzv. Vyssh. Uchebn. Zaved. Mat., 9
N.S. Gabbasov (2008)
A New Version of the Collocation Method for Integro-Differential Equations in the Singular CaseDiffer. Uravn., 44
N.S. Gabbasov (2006)
Metody resheniya integral’nykh uravnenii Fredgol’ma v prostranstvakh obobshchennykh funktsii
We study a linear integro-differential equation with a coefficient that has zeros of finite order. For its approximate solution in the space of generalized functions, we suggest and justify special generalized cases of the method of subdomains, the collocation method, and the moment method.
Differential Equations – Springer Journals
Published: Aug 9, 2016
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