'Numerically stable' diaporamas de présentation

Jim Demmel EECS & Math Departments, UC Berkeley demmel@cs.berkeley

Minimizing Communication in Numerical Linear Algebra www.cs.berkeley.edu/~demmel Optimizing One-sided Factorizations: LU and QR. Jim Demmel EECS & Math Departments, UC Berkeley demmel@cs.berkeley.edu. Outline. Recall results for Matmul from last time

727 views • 53 slides

Ragdoll Physics

Ragdoll Physics. on the Nintendo DS. Eric Brown. Where was this used?. Ragdoll prerequisites. Animation system needs to be capable of procedural animation (ideal) employ callbacks that allow manipulation on a per bone basis (less-ideal) Ragdoll system hijacks the skeleton entirely

639 views • 48 slides

Wavelets on Surfaces

556 views • 46 slides

Performance Evaluation := (Process Algebra + Model Checking) x Markov Chains

Performance Evaluation := (Process Algebra + Model Checking) x Markov Chains. Holger Hermanns and Joost-Pieter Katoen with contributions of Christel Baier, Ed Brinksma, Boudewijn Haverkort, Ulrich Herzog, Joachim Meyer-Kayser, Markus Siegle. and its stabilising unit.

555 views • 43 slides

437 views • 31 slides

LINCS: A Linear Constraint Solver for Molecular Simulations

LINCS: A Linear Constraint Solver for Molecular Simulations. Berk Hess, Hemk Bekker, Herman J.C.Berendsen, Johannes G.E.M.Fraaije Journal of Computational Chemistry, 1997. Ankur Dhanik. Outline. Introduction to Molecular Dynamics Problem description Some solutions LINCS Results.

411 views • 23 slides

Geometric Mean Decomposition and Generalized Triangular Decomposition

Geometric Mean Decomposition and Generalized Triangular Decomposition. Yi Jiang William W. Hager Jian Li yjiang@dsp.ufl.edu hager@math.ufl.edu li@dsp.ufl.edu Department of Electrical & Computer Engineering Department of Mathematics University of Florida July 14, 2004. H = QRP*.

442 views • 13 slides

Let N alt = number of alternate alleles; let

Multi-allelic generalization of the numerically stable computation of the Exact AF calculation. Let N alt = number of alternate alleles; let. ; and let. Then in the case of diploid samples:. ( Hom Ref). (Het Ref). ( Hom Var ). (Het Var ).

96 views • 1 slides

Compressive Signal Processing

Compressive Signal Processing. Richard Baraniuk Rice University. Better, Stronger, Faster. Sense by Sampling. sample. Sense by Sampling. too much data!. sample. Accelerating Data Deluge. 1250 billion gigabytes generated in 2010 # digital bits > # stars in the universe

140 views • 0 slides