AbstractDeterminants of higher derivatives of composite functions are evaluated as limits of the corresponding ones concerning finite differences. As examples, several interesting identities of Wronskian and Hankel determinants are consequently derived
A general formula is derived of which various types of finite difference formulae for first derivati...
In the present investigation an upper bound of second Hankel determinant for the functions b...
Research Doctorate - Doctor of Philosophy (PhD)This thesis focuses on the application of matrix dete...
AbstractDeterminants of higher derivatives of composite functions are evaluated as limits of the cor...
AbstractFaà di Bruno’s formula is the higher chain rule for differentiation. By means of Gessel’s q-...
Explicit formulas for the coefficients of nite difference approximations of first and higher derivat...
AbstractThe first derivative of the determinant function is given by the well-known Jacobi’s formula...
AbstractThe well-known formula of Faà di Bruno’s for higher derivatives of a composite function has ...
AbstractA new type of Taylor series based finite difference approximations of higher-degree derivati...
Recently the Hankel determinant problems got attractions of many well-known authors. Third Hankel de...
A general formula is derived of which various types of finite difference formulae for first derivati...
Abstract. The main aim of this paper to establish the relations between forward, backward and centra...
13 pages, 1 figure, arXiv:1608.00801, DOI: 10.6084/m9.figshare.4955384The main aim of this paper to ...
In this paper, we obtain sharp upper bounds for the functional |a2a4 - a32| for functions belonging ...
International audienceIn the paper, by virtue of an explicit formula for higher order derivatives of...
A general formula is derived of which various types of finite difference formulae for first derivati...
In the present investigation an upper bound of second Hankel determinant for the functions b...
Research Doctorate - Doctor of Philosophy (PhD)This thesis focuses on the application of matrix dete...
AbstractDeterminants of higher derivatives of composite functions are evaluated as limits of the cor...
AbstractFaà di Bruno’s formula is the higher chain rule for differentiation. By means of Gessel’s q-...
Explicit formulas for the coefficients of nite difference approximations of first and higher derivat...
AbstractThe first derivative of the determinant function is given by the well-known Jacobi’s formula...
AbstractThe well-known formula of Faà di Bruno’s for higher derivatives of a composite function has ...
AbstractA new type of Taylor series based finite difference approximations of higher-degree derivati...
Recently the Hankel determinant problems got attractions of many well-known authors. Third Hankel de...
A general formula is derived of which various types of finite difference formulae for first derivati...
Abstract. The main aim of this paper to establish the relations between forward, backward and centra...
13 pages, 1 figure, arXiv:1608.00801, DOI: 10.6084/m9.figshare.4955384The main aim of this paper to ...
In this paper, we obtain sharp upper bounds for the functional |a2a4 - a32| for functions belonging ...
International audienceIn the paper, by virtue of an explicit formula for higher order derivatives of...
A general formula is derived of which various types of finite difference formulae for first derivati...
In the present investigation an upper bound of second Hankel determinant for the functions b...
Research Doctorate - Doctor of Philosophy (PhD)This thesis focuses on the application of matrix dete...
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