We prove that points in the sphere associated with roots of random polynomials via the stereographic projection, are surprisignly well-suited with respect to the minimal logarithmic energy on the sphere. That is, roots of ...

This paper considers the prescribed scalar curvature problem on the sphere for n ≥ 3. Given a prescribed scalar curvature function K : Sn → R and a centered dilation defined by Fy = Σ−1 ◦ Dβ ◦ Σ, y ∈ Bn+1, where Σ is the ...

In this work we study the fractal properties of diffusion-limited aggregation (DLA) clusters grown on spherical surfaces. Diffusion-limited aggregation clusters, or DLA trees, are highly branched fractal clusters formed ...

This paper aims to enunciate and demonstrate important peculiar results that occur in metric spaces. For this, it is used the bibliographical research, with which a study and survey was made on the metric spaces, sequences ...

The interaction between hangingwall block rotation and alluvial deposition is examined from Late Triassic–Early Jurassic successions exposed along the Catán Lil half-graben border fault system in the Neuquén Basin, Argentina. ...

Background: Kicking performance is the most studied technical action in soccer and lower limbs kinematics is closely related to success in kicking, mainly because they are essential in imparting high velocity to the ball. ...

Los desprendimientos de rocas se producen por un conjunto de procesos geodinámicos tanto externos como internos. en esta investigación se realizó el análisis de susceptibilidad a procesos de desprendimientos de rocas en ...