<--- Back to Details
First PageDocument Content
Electromagnetism / T-matrix method / Computational science / Optics / Null / Fortran / Light scattering / Statistical hypothesis testing / Light scattering by particles / Physics / Scattering / Electrodynamics
Date: 2012-05-15 05:48:35
Electromagnetism
T-matrix method
Computational science
Optics
Null
Fortran
Light scattering
Statistical hypothesis testing
Light scattering by particles
Physics
Scattering
Electrodynamics

Microsoft Word - doicu_2006_toc.doc

Add to Reading List

Source URL: atmos.caf.dlr.de

Download Document from Source Website

File Size: 57,74 KB

Share Document on Facebook

Similar Documents

Algorithms / Randomized rounding / Rounding / Matrix / Entropy / Mathematics / Computer science / Applied mathematics

The Entropy Rounding Method in Approximation Algorithms Thomas Rothvoß Department of Mathematics, M.I.T. SODA 2012

DocID: 1qfvO - View Document

Linear algebra / Matrices / Functional analysis / Matrix theory / Differential geometry / Grassmannian / Orthogonal matrix / Singular value decomposition / Matrix / Projection / Vector space / Diagonalizable matrix

CONSTRUCTING PACKINGS IN GRASSMANNIAN MANIFOLDS VIA ALTERNATING PROJECTION I. S. DHILLON, R. W. HEATH JR., T. STROHMER, AND J. A. TROPP Abstract. This paper describes a numerical method for finding good packings in Grass

DocID: 1oSO7 - View Document

Visibility / Light scattering by particles / T-matrix method / Mie scattering / S-matrix / Matrix / Light scattering / Spectroscopy / Physics / Scattering / Nuclear physics

ARTICLE IN PRESS Journal of Quantitative Spectroscopy & Radiative Transfer–381 www.elsevier.com/locate/jqsrt

DocID: 185Zr - View Document

Electromagnetism / T-matrix method / Computational science / Optics / Null / Fortran / Light scattering / Statistical hypothesis testing / Light scattering by particles / Physics / Scattering / Electrodynamics

Microsoft Word - doicu_2006_toc.doc

DocID: 12JYI - View Document

Data analysis / Multivariate statistics / Singular value decomposition / Algebra of random variables / Covariance matrix / Eigenvalues and eigenvectors / Covariance / Canonical correlation / Variance / Statistics / Algebra / Covariance and correlation

Multivariate Eigenvalue Problem: Algebraic Theory and Power Method Moody T. Chu and J. Loren Watterson

DocID: 10uaJ - View Document