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This category marks all the ICTP posts containing the pdf file of the paper/book.

Numerical integration of second-order differential equations

1 year ago

Abstract AuthorsD.V. Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, Numerical integration of second-order differential equations. (French) Mathematica (Cluj) 6…

The representation of the generalized divided difference by a definite integral, in the case of simple knots. I

1 year ago

Abstract AuthorsD.V. Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, The representation of the generalized divided difference by a definite integral,…

The representation of the generalized divided difference of a function by a definite integral in the case of multiple nodes. II

1 year ago

Abstract AuthorsD.V. Ionescu, Institutul de Calcul Dumitru V. Ionescu Keywords? Paper coordinatesD.V. Ionescu, The representation of the generalized divided differences…

On the Gauss quadrature formula

1 year ago

Abstract AuthorsD.V.Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, Sur la formule de quadrature de Gauss, (French) Mathematica (Cluj), 7 (30) 1965,…

Relation between the numerical differentiation formula of V. N. Fadeeva and the divided differences

1 year ago

Abstract AuthorsD.V. Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, Relation between the numerical differentiation formula of V. N. Fadeeva…

Application of the representation of the divided differences of a function, by a definite integral, to certain numerical derivation formulas of Acad. T. Popoviciu

1 year ago

Abstract AuthorsD.V. Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, Application of the representation of the divided differences of a function,…

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Related Posts

Numerical integration of second-order differential equations

The representation of the generalized divided difference by a definite integral, in the case of simple knots. I

The representation of the generalized divided difference of a function by a definite integral in the case of multiple nodes. II

On the Gauss quadrature formula

Relation between the numerical differentiation formula of V. N. Fadeeva and the divided differences

Application of the representation of the divided differences of a function, by a definite integral, to certain numerical derivation formulas of Acad. T. Popoviciu

Extension of a functional equation of D. Pompeiu using a numerical derivation formula

Extension of a Gaussian-type quadrature formula to a class of cubature formulas

Extension of a cubature formula

The divided difference of a function of three variables and its representation by a triple integral