$$\def\ep{\epsilon} \def\f{\frac} \def\df{\dfrac} \def\p{\partial} \def\grad{\nabla} \newcommand{\abs}[1]{ \left| #1 \right|} \newcommand{\norm}[1]{\big\lVert#1\big\rVert} \newcommand{\inner}[2]{\langle #1, #2 \rangle} $$

Aimin's Mathbook

Aimin's Mathbook

Work hard makes life better

Categories

Paper Reading Notes
Partial Diff. Eqn.
Diff. and Riem. Geom.
Harmonic Analysis
Prob. and Stoc. PDE
Inequalities
Dynamical System
Hamiltonian
Functional Analysis
Question?
Matlab
Script for Math
MISC

Archives

September, 2014 (1)
May, 2014 (1)
April, 2014 (2)
March, 2014 (1)
February, 2014 (1)
January, 2014 (1)
December, 2013 (1)
November, 2013 (2)
September, 2013 (4)
May, 2013 (1)
March, 2013 (3)
December, 2012 (8)
November, 2012 (1)
October, 2012 (1)
September, 2012 (8)
August, 2012 (16)
July, 2012 (4)
September, 2011 (1)

Home

All articles published under Harmonic Analysis

Proof of Layer cake representation
Uncertainty principle in Fourier transform
Complete set and orthonormal basis for some L^2 spaces
A variant of Hardy inequality
TT* Method
An estimate on R^n
Dyadic grid over the interval [0,1]

Aimin's other websites: Notebook Codebook FinanceNote Mathcareer

Copyright (c) 2011-2012 7starsea.com. All rights reserved. Theme is inspired by Eugene Ross