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20172022
most citedOn the Gauss-Lucas theorem in the quaternionic setting

1 citations · 1 across the 4 of their papers we have counts for

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math.CA2020

Semi-discrete Gruss-Voronovskaya-type and Gruss-type estimates for Bernstein-Kantorovich polynomials

Sorin G. Gal

The aim of this note is to prove a semi-discrete Gruss-Voronovskaya-type estimate for Bernstein-Kantorovich polynomials. Also, as a consequence, a perturbed Gruss-type estimate is…

math.CA2020

A note on the Choquet type operators

Sorin G. Gal, Constantin P. Niculescu

In this note the Choquet type operators are introduced, in connection to Choquet's theory of integrability with respect to a not necessarily additive set function. Based on their p…

math.CA2020

Approximation of Random Functions by Random Polynomials in the Framework of Choquet's Theory of Integration

Sorin G. Gal, Constantin Niculescu

Given a submodular capacity space, we prove the uniform convergence in capacity and also the uniform convergence in the Choquet-mean of order with a quantitative estimate,…

math.CA2020

Volterra-Choquet nonlinear operators

Sorin G. Gal

In this paper we study to what extend some properties of the classical linear Volterra operators could be transferred to the nonlinear Volterra-Choquet operators, obtained by repla…

math.CA2020

A Nonlinear Extension of Korovkin's Theorem

Sorin G. Gal, Constantin Niculescu

In this paper we extend the classical Korovkin theorems to the framework of comonotone additive, sublinear and monotone operators. Based on the theory of Choquet capacities, severa…

math.CA2019

Kantorovich's Mass Transport Problem for Capacities

Sorin G. Gal, Constantin P. Niculescu

The aim of the present paper is to extend Kantorovich's mass transport problem to the framework of upper/lower continuous capacities and to prove the cyclic monotonicity of the sup…