approximation theory

The inequality finds uses in the field of approximation theory.

The lemma has a corollary with implications to approximation theory.

Applications have also been made to approximation theory.

He contributed to the theory of Fourier series and approximation theory.

His mathematical specialties included complex analysis, approximation theory and number theory.

Approximation theory looks at ways to get a solution which is close to the exact one, and which can be obtained faster.

In the following years he published on projective geometry, iterative methods, and approximation theory.

Afterwards, he found interest in approximation theory.

Non-asymptotic bounds are provided by methods of approximation theory.

His primary research interests were holomorphic functions and approximation theory.

Approximation theory is a branch of mathematics, a quantitative part of functional analysis.

It is closely related to approximation theory.

The analytical approximation theory is often employed provisionally, since its accuracy does not generally suffice.

It implies many of the other conjectures in diophantine approximation theory.

In mathematics, Lebesgue's lemma is an important statement in approximation theory.

Luke published eight books and nearly 100 papers in a wide variety of mathematical areas, ranging from aeronautics to approximation theory.

His main research areas have been approximation theory, complex analysis, functional analysis, and partial differential equations.

In particular, he proved Bernstein's theorem (approximation theory).

In approximation theory, the Lebesgue constants are related to Fourier series.

Frank Deutsch is an American academic applied mathematician specializing in approximation theory.

Candès' early research concerned nonlinear approximation theory.

Hardness of approximation theory deals with studying the approximation threshold of such problems.

He authored more than 60 papers, manly in the areas of real analysis, approximation theory and partial differential equations, according to .

Another (bigger one) photo of Jackson at History of Approximation Theory site.

Analysis of transient systems is more complex and often calls for the application of approximation theories or numerical analysis by computer.