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Lagrangian-Eulerian statistics and numerical modeling of transport in homogeneous random media

8 months ago

Abstract AuthorsNicolae Suciu Tiberiu Popoviciu Institute of Numerical Analysis Romanian Academy F.A. Radu Calin Vamos Tiberiu Popoviciu Institute of Numerical…

On the extension and approximation of real semi-Lipschitz functions

8 months ago

Abstract AuthorsCostica Mustata Tiberiu Popoviciu Institute of Numerical Analysis Romanian Academy Keywords? Paper coordinatesC. Mustăţa, Asupra extensiei şi aproximării funcţiilor semi-Lipschitz…

The relationship between the models of perturbed Newton iterations, with applications

8 months ago

AbstractThe quasi-Newton method and the inexact Newton method are classical models of Newton iterates which take into account certain error…

Functional-differential equations with maxima of mixed type

8 months ago

Abstract In this paper we study the following second order functional-differential equations with maxima, of mixed type,% \[ -x^{n}\left( t\right)…

Yukawa: the man and the potential

8 months ago

Abstract AuthorsMira-Cristiana Anisiu Tiberiu Popoviciu Institute of Numerical Analysis, Romanian Academy Keywords? Paper coordinatesM.C. Anisiu, Yukawa: the man and the…

Effect of the magnetic field and heat generation on the free convection flow in a tall cavity filled with a porous medium

8 months ago

Abstract A analytical study of the steady magnetohydrodynamics (MFD) free convection in an tall cavity filled with a fluid-saturated porous…

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Related Posts

Lagrangian-Eulerian statistics and numerical modeling of transport in homogeneous random media

On the extension and approximation of real semi-Lipschitz functions

The relationship between the models of perturbed Newton iterations, with applications

Functional-differential equations with maxima of mixed type

Yukawa: the man and the potential

Effect of the magnetic field and heat generation on the free convection flow in a tall cavity filled with a porous medium

Heat transfer in axisymmetric stagnation flow on a thin cylinder

A differential equation with delay from biology

Abstract Volterra operators

Functional-differential equations with “maxima” via weakly Picard operators theory