differential geometry

As a result, there are many applications to differential geometry.

A long time ago, differential geometry was used for map projections.

He continued to do research on manifolds in differential geometry.

A conservative force can be expressed in the language of differential geometry as a closed form.

A special case of this construction plays an important role in differential geometry and global analysis.

The reason being that in differential geometry you learn about the concept of a metric.

In computer vision, differential geometry is used to analyze shapes.

Differential geometry came into its own when Einstein used it in general relativity.

Gauge theories are usually discussed in the language of differential geometry.

A detailed presentation not restricted to differential geometry is provided next.

His main interests are differential geometry and dynamical systems theory.

Stoker is known for his work in differential geometry and theory of water waves.

As a theory, it is a subset of synthetic differential geometry.

He also made significant contributions to mathematical physics, differential geometry, and group theory.

This work spurred the purely mathematical development of differential geometry.

In differential geometry, an analogous role is played by parallel transport.

As a mathematician he worked on differential geometry and topology.

Other areas he worked in include multivariate analysis, estimation theory, and differential geometry.

He was most famous for his contributions to convex and differential geometry.

Instead methods from Discrete differential geometry are often used.

In 1931 he wrote a treatise on tensors and differential geometry.

His son Tadeusz is also a mathematician working on differential geometry.

In economics, differential geometry has applications to the field of econometrics.

He also worked on invariant theory and projective differential geometry.

She wrote a history of vector-and tensor and differential geometry.