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• 학술논문 수학

INTEGRATED RESOLVENT OPERATORS

1995 HIROKAZU OKA 4회 피인용

In this paper we introduce the notion of integrated resolvent operators to study the linear Volterra integrodifferential equation...

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• 학술논문 수학

DIRICHLET CONVOLUTION INVERSES AND SOLUTION OF INTEGRAL EQUATIONS

1995 RICARDO ESTRADA 1회 피인용

A method for the solution of integral equations based on the concepts of Dirichlet convolutions and convolution inverses is presented. This method generalizes the procedures...

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• 학술논문 수학

ACCURATE COMPUTATION OF THE FIELD IN PIPPARD'S NONLOCAL SUPERCONDUCTIVITY MODEL

1995 TAO LIN 외 1 명 1회 피인용

A Galerkin finite element method is analyzed for a class of the Fredholm type integro-differential equations. The method is applied to Pippard's nonlocal superconductivity model....

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• 학술논문 수학

Front Matter

JSTOR
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• 학술논문 수학

A DISCRETE COLLOCATION METHOD FOR BOUNDARY INTEGRAL EQUATIONS

1995 YAJUN YANG 0회 피인용

We propose a discrete collocation method for the boundary integral equations which arise from solving Laplace's equation Δu = 0. The Laplace's equation is defined on...

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• 학술논문 수학

Back Matter

JSTOR
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• 학술논문 수학

AN ALGORITHM FOR THE NUMERICAL RESOLUTION OF A CLASS OF SINGULAR INTEGRAL EQUATIONS

1995 MARIA ROSARIA CAPOBIANCO 0회 피인용

We consider a class of integral equations of Volterra type with constant coefficients containing a logarithmic difference kernel. This equation can be transformed into an...

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