Search Results - "Attarchi, Hassan"

Kenmotsu Manifolds by Attarchi, Hassan

“…In this paper, a -Kenmotsu structure is defined on a dimensional manifold where such structure seems to be never studied before…”
Get full text

Ehrenfests’ Wind–Tree Model is Dynamically Richer than the Lorentz Gas by Attarchi, Hassan, Bolding, Mark, Bunimovich, Leonid A.

“…We consider a physical Ehrenfests’ Wind–Tree model where a moving particle is a hard ball rather than (mathematical) point particle. We demonstrate that a…”
Get full text

Elliptic Flowers: New Types of Dynamics to Study Classical and Quantum Chaos by Attarchi, Hassan, Bunimovich, Leonid A.

“…We construct examples of billiards where two chaotic flows are moving in opposite directions around a non-chaotic core or vice versa; the dynamics in the core…”
Get full text

Unexpected linearly stable orbits in 3-dimensional billiards by Attarchi, Hassan

“…In this work, we construct linearly stable periodic orbits in 3-dimensional domains with boundaries containing focusing components (small pieces of a sphere)…”
Get full text

Sasakian structure on the unit tangent bundle of a Finsler manifold by Attarchi, Hassan

“…In this work, we introduce an adopted local frame on the tangent bundle of a Finsler manifold with respect to the natural foliations of the tangent bundle. We…”
Get full text

mathbf{3}$$-Kenmotsu Manifolds by Attarchi, Hassan

Get full text

Unexpected Linearly Stable Orbits in $3$-Dimensional Billiards by Attarchi, Hassan

“…In this work, we construct linearly stable periodic orbits in $3$-dimensional domains with boundaries containing focusing components (small pieces of a sphere)…”
Get full text

Towards a Novel Family of Algorithms in Pursuit Navigation by Attarchi, Hassan, Bidabad, Behroz, Torbaghan, Seyed Mehdi Kazemi, Khosravi, Mohammad Reza

“…The problem of tracking and navigation towards a moving target is always one of the main topics in robotics. In this paper, following our recent work in the…”
Get full text

3$-Kenmotsu Manifolds by Attarchi, Hassan

“…Lobachevskii Journal of Mathematics, 41 (2020), 320-325 In this paper, a $3$-Kenmotsu structure is defined on a $4n+1$ dimensional manifold where such…”
Get full text

HyperKahler Contact Distributions by Attarchi, Hassan, Babaei, Fatemeh

“…Let $(\varphi_\alpha,\xi_\alpha,g)$ for $\alpha=1,2$, and $3$ be a contact metric $3$-structure on the manifold $M^{4n+3}$. We show that the $3$-contact…”
Get full text

Cartan Spaces and Natural Foliations on the Cotangent Bundle by Attarchi, Hassan, Rezaii, Morteza M

“…International Journal of Geometric Methods in Modern Physics International Journal of Geometric Methods in Modern Physics, 10 (2013) In this paper, the natural…”
Get full text

Collision of a Hard Ball with Singular Points of the Boundary by Attarchi, Hassan, Bunimovich, Leonid A

“…Recently were introduced physical billiards where a moving particle is a hard sphere rather than a point as in standard mathematical billiards. It has been…”
Get full text

Bridge to Hyperbolic Polygonal Billiards by Attarchi, Hassan, Bunimovich, Leonid A

“…Pure and Applied Functional Analysis (2020) It is well-known that billiards in polygons cannot be chaotic (hyperbolic). Particularly Kolmogorov-Sinai entropy…”
Get full text

Why Escape Is Faster Than Expected by Attarchi, Hassan, Bunimovich, Leonid A

“…We consider chaotic (hyperbolic) dynamical systems which have a generating Markov partition. Then, open dynamical systems are built by making one element of a…”
Get full text

Ehrenfest Wind-Tree Model is Dynamically Richer Than the Lorentz Gas by Attarchi, Hassan, Bolding, Mark, Bunimovich, Leonid A

“…Journal of Statistical Physics, 180 (2020), 440-458 We consider a physical Ehrenfests' Wind-Tree model where a moving particle is a hard ball rather than…”
Get full text

Contact Structure on the Indicatrix Bundle of Finslerian Warped Product Manifolds by Attarchi, Hassan, Rezaii, Morteza Mirmohammad

“…In this paper, a comprehensive study of contact and Sasakian structures on the indicatrix bundle of Finslerian warped product manifolds is reconstructed. In…”
Get full text

3D-Algorithms of Composed Pursuit Navigation by Attarchi, Hassan, Bidabad, Behroz, Rezaii, Morteza MirMohammad

“…The problem of pursuing a moving target is always one of the main topics in navigation. In the literatures, there are two well-known algorithms called Pure…”
Get full text