I. Mercheş

发表

A variational approach in magnetofluid dynamics

I. Mercheş, 1993 .

Atoms and pseudo-atoms for set multifunctions

M. Agop, A. Gavriluţ, I. Mercheş, 2019, Atomicity through Fractal Measure Theory.

Non-atomic set multifunctions

M. Agop, A. Gavriluţ, I. Mercheş, 2010, Atomicity through Fractal Measure Theory.

Kinetic theory of nonlinear waves interaction in relativistic plasmas

I. Mercheş, M. Lazar, 2003 .

A Hamiltonian formulation in the electrodynamics of charged moving fluids

I. Mercheş, 1976, Journal of Plasma Physics.

Differentiability and Fractality in Dynamics of Physical Systems

M. Agop, I. Mercheş, 2015 .

A Lagrangian approach to the theory of gravito-magnetofluid systems

I. Mercheş, C. Dariescu, 2004 .

The Electromagnetic Field

M. Chaichian, A. Tureanu, I. Mercheş, 2016 .

El Naschie’s structures in the electrodynamics of polarizable media

M. Agop, I. Mercheş, Vlad Enache, 2005 .

Electrodynamics: An Intensive Course

M. Chaichian, I. Mercheş, D. Radu, 2016 .

A relativistically covariant formulation in the theory of plasma stability

I. Mercheş, By I. Merches, 1980, Journal of Plasma Physics.

The use of the “combined field” concept in the theory of wave propagation in magnetofluid dynamics

I. Mercheş, Bogdan Antohi, 1999 .

A Hamiltonian formulation in magnetofluid dynamics

I. Mercheş, 1976 .

On the stability of a certain combined field

I. Mercheş, 1975 .

Variational Principle in Magnetohydrodynamics

I. Mercheş, 1969 .

Atomicity through Fractal Measure Theory

Maricel Agop, Alina Gavriluţ, Ioan Merches, 2019 .

Scale Transitions as Foundations of Physics

M. Agop, I. Mercheş, N. Mazilu, 2021 .

A variational approach to ideal magnetofluid systems

I. Mercheş, 1997 .

A Lagrangian formulation in magnetofluid dynamics

I. Mercheş, 1983 .