Regression-Based **Decompositions**: A New Tool for Managerial Decision-Making Gary S. Fields Department of Labor Economics Cornell University 250 Ives Hall Ithaca, NY 14853-3901 (1) 607-255-4561 gary.fields@cornell.edu March, 2004 I am delighted to acknowledge the many helpful discussions I had ...

Tensor **Decompositions** and Applications TamaraG. Kolda y BrettW. Bader z Abstract. This survey provides an overview of higher-order tensor **decompositions**, their applications, and available software.

PLU **Decomposition** •We defined three candidate matrices: >> n = length( M ); % max( size( M ) ) >> Pt = eye( n ); % the transpose >> L = zeros( n ); >> U = M •Comments: - size( M ) returns a vector with the row and column dimensions of the matrix M - max( v ) returns the maximum entry in the ...

Concept **Decompositions** for Large Sparse Text Data using Clustering InderjitS. Dhillon (inderjit@cs.utexas.edu ) Department of Computer Science, University of Texas, Austin, TX 78712, USA DharmendraS.

Polarimetric **Decompositions** 4. POLARIMETRIC **DECOMPOSITIONS** 4.1 Coherent **Decompositions** . 4.1.1 Purpose of the Coherent **Decompositions** The objective of the coherent **decompositions** is to express the measured scattering matrix by

SIAM REVIE W c * 2009 Society for Industrial and Applied Mathematics Vol. 51, No. 3, pp. 455-500 Tensor **Decompositions** and Applications ∗ TamaraG. Kolda † BrettW.

Optimal Hierarchical **Decompositions** for Congestion Minimization in Networks HaraldR ¨ acke Department of Computer Science University of Warwick H.Raecke@warwick.ac.uk ABSTRACT Hierarchical graph **decompositions** play an important role in the design of approximation andonline algorithms for graph ...

Discrete Mathematics 204 (1999) 329{335 www.elsevier.com/locate/disc Reduced **decompositions** of permutations in terms of star transpositions, generalized Catalannumbers and k-ARY trees Igor Pak Department of Mathematics, Harvard University, Cambridge MA 02138, USA Received 2October 1997; revised ...

Tensor **Decompositions** Workshop Discussion Notes ⁄ American Institute of Mathematics (AIM) Palo Alto, CA CarlaD. Mora vitz Martin y July 19-23,2004 ⁄ This work was supported by AIM. y Center for Applied Mathematics, Cornell University, 657 Rhodes Hall, Ithaca, NY 14853-7510, carlam@cam ...

Pants **Decompositions** of Surfaces Allen Hatcher In studying the geometry and topology of surfaces it often happens that one con-sidersa collection of disjointly embedded circles in a compact orientable surface§which decompose§into pairs of pants|surfaces of genus zero with three boundary circles.