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Matrix group
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#	Item
151	VLSI Implementation of Double-Base Scalar Multiplication on a Twisted Edwards Curve with an Efficiently Computable Endomorphism Zhe Liu1 , Husen Wang2 , Johann Großsch¨adl1 , Zhi Hu3 , and Ingrid Verbauwhede1 1 Add to Reading List Source URL: eprint.iacr.org Language: English - Date: 2015-05-04 12:51:01 Finite fields Group theory Cryptography Twisted Edwards curve Elliptic curve Edwards curve Elliptic Curve DSA Complex multiplication Matrix Abstract algebra Elliptic curves Elliptic curve cryptography
152	A Structure-Mapping Model of Raven’s Progressive Matrices Andrew Lovett () Kenneth Forbus () Jeffrey Usher () Qualitative Reasoning Group, N Add to Reading List Source URL: www.spatiallearning.org Language: English - Date: 2010-05-15 16:41:31 Cognitive science Semantics Image processing Educational psychology Artificial intelligence Matrix Working memory Analogy Structure mapping engine Mind Cognition Philosophy of mind
153	Focus Area Group 1, Closing the Efficiency Gap Paris, France, March 19-20, 2014 Venue: International Meat Secretariat, Paris, France Background Add to Reading List Source URL: www.livestockdialogue.org Language: English - Date: 2014-04-16 10:38:52 FA1 Matrix
154	Item Group Matrix S O U T H W A R E E X C E L L E N C E Add to Reading List Source URL: www.btmsolutions.com Language: English - Date: 2007-08-16 10:29:59 Matrix theory Linear algebra Matrices Numerical linear algebra Markov processes Algebra Mathematics Matrix
155	g02 – Regression Analysis g02dfc nag regsn mult linear delete var (g02dfc) 1. Add to Reading List Source URL: www.softintegration.com Language: English - Date: 2004-10-25 19:49:07 Estimation theory Parametric statistics Numerical linear algebra Linear regression Numerical Algorithms Group QR decomposition Matrix Statistics Econometrics Regression analysis
156	Everest Group PEAK Matrix – 2014 RPO market standing Performance \| Experience \| Ability \| Knowledge Leader Everest Group Performance \| Experience \| Ability \| Knowledge (PEAK) Matrix for RPO Add to Reading List Source URL: www-935.ibm.com Language: English - Date: 2014-09-17 01:30:01 Percentile Mount Everest Accenture Everest Group Peak Political geography Geography of Tibet Physical geography Kenexa
157	Mixing time of random walks on graphs Min Chen Mathematics Department, University of York Supervisor: Keith Briggs Complexity research group, BT, Martlesham Add to Reading List Source URL: keithbriggs.info Language: English - Date: 2006-07-31 07:52:48 Adjacency matrix Graph Laplacian matrix Regular graph Random graph Topology Directed graph Degree Random walk Graph theory Mathematics Algebraic graph theory
158	Research announcement from 1978: AN INVARIANCE OF SYMMETRY BY STEVEN H. CULLINANE We present a simple, surprising, and beautiful combinatorial invariance of geometric symmetry, in an algebraic setting. DEFINITION. A delt Add to Reading List Source URL: finitegeometry.org Language: English - Date: 2006-05-20 23:29:07 Abstract algebra Matrix Symmetric matrix Permutation Group Symmetric group Symmetry Algebra Mathematics
159	56 C ONTRIBUTED R ESEARCH A RTICLES binGroup: A Package for Group Testing by Christopher R. Bilder, Boan Add to Reading List Source URL: journal.r-project.org Language: English - Date: 2010-12-30 17:20:09 Categorical data Actuarial science Model selection Statistical power Logit HIV test Degrees of freedom Matrix Group testing Statistics Econometrics Regression analysis
160	THE ACHILLES’ HEEL OF O(3, 1)? WILLIAM FLOYD, BRIAN WEBER, AND JEFFREY WEEKS Abstract. What’s the best way to represent an isometry of hyperbolic 3space H3 ? Geometers traditionally worked in SL(2, C), but for softwa Add to Reading List Source URL: www.math.vt.edu Language: English - Date: 2001-12-21 13:08:50 Matrix theory Lie groups Hyperbolic geometry Exponentials Matrix Hyperbolic function Determinant Special unitary group Orthogonal group Algebra Mathematics Linear algebra

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