On a differential manifold or more generally on a geodesic metric space, one investigates geometric and analytic quantities and concepts, such as geodesics, the curvature of Riemannian ... Jacobi ...

Then the parity-violating Hořava-Lifshitz gravity in the Riemann framework is described. Finally, Nieh-Yan modified teleparallel gravity and parity-violating symmetric teleparallel gravity in ...

But there may be something even more fundamental. Instead of space-time’s three spatial dimensions and one of time, the physics of our world could be encoded into a set of odd geometrical shapes ...

A look back at three of the biggest stories in physics this year, including evidence that dark energy may be weakening, the discovery of a supersolid, and new advances in quantum geometry. We ...

Riemannian geometry-based classification (RGBC) gained popularity in the field of brain-computer interfaces (BCIs) lately, due to its ability to deal with non-stationarities arising in ...

Provide a knowledge of the intrinsic geometry of Riemannian manifolds. This is a significant generalisation of the metric geometry of surfaces in 3-space. The metric geometry of Riemannian manifolds.

In RIT’s cybersecurity bachelor’s degree you’ll learn to preserve assets, identify security vulnerabilities, prove threats occurred, and design strategies for data recovery. RIT’s new Global ...

In RIT’s computer science degree, you’ll specialize in areas such as artificial intelligence, computer graphics, computer theory, networking, security, robotics, parallel computation, data mining, ...

(NTT) has set up a mathematics institute to lure any bright mind capable of taking up the challenge of solving the Riemann hypothesis ... The Institute for Fundamental Mathematics was founded ...