Differential geometry is a pivotal field of mathematics that examines the properties of curves, surfaces and more general manifolds by utilising methods from calculus and linear algebra. Its ...

Application of tools from differential geometry and Lie groups to problems in dynamics, controllability, and motion planning for mechanical systems, particularly with non-Euclidean configuration ...

Vol. 10, Differential Geometry in Statistical Inference (1987), pp. i-iii+1-17+19+21-95+97-161+163+165-217+219-240 (237 pages) The Institute of Mathematical Statistics Lecture Notes–Monograph Series ...

The term “moduli space” was coined by Riemann for the space $\mathfrak{M}_g$ parametrizing all one-dimensional complex manifolds of genus $g$. Variants of this ...

The oldest mathematics journal in the Western Hemisphere in continuous publication, the American Journal of Mathematics ranks as one of the most respected and celebrated journals in its field.

Mondays 12:30–14:00 in Room 311, Einsteinstr. 62 and Thursdays 16:15–17:45 in M6. In this course we will focus on the geometry of Ricci and scalar curvature. We will introduce to techniques to ...