We study the dynamics of a charged particle in a planar magnetic field which consists of n >= 1 disjoint localized peaks. We show that, under mild geometric conditions, this system is semi-conjugated to the full shift on n symbols and, hence, carries positive topological entropy
International audienceStarting with a previously constructed family of coherent states, we introduce...
The importance of topology in condensed matter physics has expanded in recent years as it has become...
A topological dynamical system was defined by Blanchard ([1]) to have topologically completely posit...
Fluctuation theorems specify the non-zero probability to observe negative entropy production, contra...
The topological structures of a $\phi^6$ theory with multi-field are studied. The $\phi^6$ theory is...
In this paper we study some aspects of thermodynamic formalism, more specifically topological pressu...
Abstract. We study the magnetic flow determined by a smooth Riemannian metric g and a closed 2-form ...
summary:On the background of a brief survey panorama of results on the topic in the title, one new t...
In present work, we discuss some topological features of charged particles interacting a uniform mag...
We consider formal quantum Hamiltonian of a charged particle on the Poincaré disk in the presence of...
We introduce a new measure of instability of area-preserving twist diffeomorphisms, which generalize...
We consider stochastic rotational dynamics of a single magnetic domain in an external magnetic\ud fi...
Magnetic skyrmions are topologically protected whirls that decay through singular magnetic configura...
The energy of the stochastic magnetic field is bounded from below by a topological quantity expressi...
AbstractIn this paper we study the motion of a charged particle on a Riemmanian surface under the in...
International audienceStarting with a previously constructed family of coherent states, we introduce...
The importance of topology in condensed matter physics has expanded in recent years as it has become...
A topological dynamical system was defined by Blanchard ([1]) to have topologically completely posit...
Fluctuation theorems specify the non-zero probability to observe negative entropy production, contra...
The topological structures of a $\phi^6$ theory with multi-field are studied. The $\phi^6$ theory is...
In this paper we study some aspects of thermodynamic formalism, more specifically topological pressu...
Abstract. We study the magnetic flow determined by a smooth Riemannian metric g and a closed 2-form ...
summary:On the background of a brief survey panorama of results on the topic in the title, one new t...
In present work, we discuss some topological features of charged particles interacting a uniform mag...
We consider formal quantum Hamiltonian of a charged particle on the Poincaré disk in the presence of...
We introduce a new measure of instability of area-preserving twist diffeomorphisms, which generalize...
We consider stochastic rotational dynamics of a single magnetic domain in an external magnetic\ud fi...
Magnetic skyrmions are topologically protected whirls that decay through singular magnetic configura...
The energy of the stochastic magnetic field is bounded from below by a topological quantity expressi...
AbstractIn this paper we study the motion of a charged particle on a Riemmanian surface under the in...
International audienceStarting with a previously constructed family of coherent states, we introduce...
The importance of topology in condensed matter physics has expanded in recent years as it has become...
A topological dynamical system was defined by Blanchard ([1]) to have topologically completely posit...
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