Microlocal Analysis
Get Microlocal Analysis essential facts below. View Videos or join the Microlocal Analysis discussion. Add Microlocal Analysis to your PopFlock.com topic list for future reference or share this resource on social media.
Microlocal Analysis

In mathematical analysis, microlocal analysis comprises techniques developed from the 1950s onwards based on Fourier transforms related to the study of variable-coefficients-linear and nonlinear partial differential equations. This includes generalized functions, pseudo-differential operators, wave front sets, Fourier integral operators, oscillatory integral operators, and paradifferential operators.

The term microlocal implies localisation not only with respect to location in the space, but also with respect to cotangent space directions at a given point. This gains in importance on manifolds of dimension greater than one.

See also

External links


  This article uses material from the Wikipedia page available here. It is released under the Creative Commons Attribution-Share-Alike License 3.0.

Microlocal_analysis
 



 



 
Music Scenes