We compute the distortion coefficients of the α-Grushin plane. They are expressed in terms of generalised trigonometric functions. Estimates for the distortion coefficients are then obtained and a conjecture of a measure contraction property condition for the generalised Grushin planes is suggested
We prove a sharp multiplier theorem of Mihlin–Hörmander type for the Grushin operator on the unit sp...
An extensive, model-independent analysis of the nature of triaxial deformation in Ge76, a candidate ...
These notes present some elementary considerations on Geodesics and Connexions on Matrix Lie Groups....
The aim of this thesis is to explore the fields of sub-Riemannian and metric geometry. We comput...
Given $\alpha>0$, the $\alpha$-Grushin plane is $\mathbb{R}^2$ equipped with the sub-Riemannian metr...
AbstractThe Grushin plane is a right quotient of the Heisenberg group. Heisenberg geodesics' project...
We calculate the decay couplings and first two Gegenbauer moments of the leading twist light-cone di...
Using McMullen's Hausdorff dimension algorithm, we study numerically the dimension of the limit set ...
Erlandsson and Zakeri gave a very precise description of the Margulis region associated to cusps of ...
The turn-around radii of the galaxy groups show the imprint of a long battle between their self-grav...
We present results for the gluon field anomalous dimension in perturbative QCD and derive the corres...
A protagonist here is a new-type invariant for type II degenerations of K3 surfaces, which is explic...
We study two-dimensional N=(2,2)N=(2,2) supersymmetric gauged linear sigma models (GLSM) on the Ω-...
We discuss three of the known puzzles of the cosmic ray anisotropy in the PeV and sub-PeV energy reg...
We derive recursion relations for the anomalous dimensions of double-trace operators occurring in th...
We prove a sharp multiplier theorem of Mihlin–Hörmander type for the Grushin operator on the unit sp...
An extensive, model-independent analysis of the nature of triaxial deformation in Ge76, a candidate ...
These notes present some elementary considerations on Geodesics and Connexions on Matrix Lie Groups....
The aim of this thesis is to explore the fields of sub-Riemannian and metric geometry. We comput...
Given $\alpha>0$, the $\alpha$-Grushin plane is $\mathbb{R}^2$ equipped with the sub-Riemannian metr...
AbstractThe Grushin plane is a right quotient of the Heisenberg group. Heisenberg geodesics' project...
We calculate the decay couplings and first two Gegenbauer moments of the leading twist light-cone di...
Using McMullen's Hausdorff dimension algorithm, we study numerically the dimension of the limit set ...
Erlandsson and Zakeri gave a very precise description of the Margulis region associated to cusps of ...
The turn-around radii of the galaxy groups show the imprint of a long battle between their self-grav...
We present results for the gluon field anomalous dimension in perturbative QCD and derive the corres...
A protagonist here is a new-type invariant for type II degenerations of K3 surfaces, which is explic...
We study two-dimensional N=(2,2)N=(2,2) supersymmetric gauged linear sigma models (GLSM) on the Ω-...
We discuss three of the known puzzles of the cosmic ray anisotropy in the PeV and sub-PeV energy reg...
We derive recursion relations for the anomalous dimensions of double-trace operators occurring in th...
We prove a sharp multiplier theorem of Mihlin–Hörmander type for the Grushin operator on the unit sp...
An extensive, model-independent analysis of the nature of triaxial deformation in Ge76, a candidate ...
These notes present some elementary considerations on Geodesics and Connexions on Matrix Lie Groups....
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