calculus of variations

Newton also worked on an early example in the calculus of variations.

The method became known as the royal road to the calculus of variations.

As such, it has major implications for functional analysis and the calculus of variations.

The problem is considered part of the calculus of variations.

He his well known for his research in analysis and the calculus of variations.

He is known for his basic work on topological methods in the calculus of variations.

He did research on differential equations, the calculus of variations and mechanics.

The problem can be solved with the tools from the calculus of variations and optimal control.

An important case is the variational derivative in the calculus of variations.

We may also mention his essay on the calculus of variations (Mem.

See calculus of variations for a general introduction.

His thesis dealt with the topic of the calculus of variations.

This surface is called a minimal surface and it, too, can be found using the calculus of variations.

Optimal control theory - a generalization of the calculus of variations.

Mathematically they are described using partial differential equations from the calculus of variations.

Other articles in this volume are on recurring series, probabilities, and the calculus of variations.

From the calculus of variations, any functional of the form:

His main fields of research are the calculus of variations and geometric measure theory.

The derivation is a simple calculus of variations using Lagrange multipliers.

The dispute marked the origin of a new discipline, the calculus of variations.

Their correspondence ultimately led to the calculus of variations, a term coined by Euler himself in 1766.

Douglas also made significant contributions to the inverse problem of the calculus of variations.

Weierstrass also made significant advancements in the field of calculus of variations.

The Weierstrass-Erdmann condition is a technical tool from the calculus of variations.

Calculus of variations - the field dedicated to maximizing or minimizing functionals.