'Matrix a' presentation slideshows

THE SCIENCE OF THE SUDOKU SOLVER

1.12k views • 77 slides

Data Structures and Algorithms - 05 Graph Algorithms

Data Structures and Algorithms - 05 Graph Algorithms. Fall 2004 Major part of this presentation is courtesy of Dr.Bingol. Content. Motivation Graph Directed Graph Undirected Graph Representation Implementation Algorithms Graph Traversal Shortest Path Minimum Cost Spanning Trees

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Chapter 4: Introduction to Matrices

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Chapter 7 Graphs and Graph Algorithms

Chapter 7 Graphs and Graph Algorithms. Outline. Basics Implementing Graphs Graph Traversals Shortest-Path Algorithms Minimum-Cost Spanning Trees Application: Critical Path Analysis. L ec 1. 1. Basics. 1. Basics: Directed Graphs.

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CS 332: Algorithms

CS 332: Algorithms. Graph Algorithms . 7. 10. i = [7,10]; i ? low = 7; i ? high = 10. 5. 11. 17. 19. 4. 8. 15. 18. 21. 23. Interval Trees. The problem: maintain a set of intervals E.g., time intervals for a scheduling program:. 7. 10.

613 views • 38 slides

Support Vector Machines in Data Mining AFOSR Software & Systems Annual Meeting Syracuse, NY June 3-7, 2002

Support Vector Machines in Data Mining AFOSR Software & Systems Annual Meeting Syracuse, NY June 3-7, 2002. Olvi L. Mangasarian. Data Mining Institute University of Wisconsin - Madison. What is a Support Vector Machine?. An optimally defined surface

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Some basic maths for seismic data processing and inverse problems (Refreshement only!)

Some basic maths for seismic data processing and inverse problems (Refreshement only!). Complex Numbers Vectors Linear vector spaces Linear systems Matrices Determinants Eigenvalue problems Singular values Matrix inversion. Series Taylor Fourier Delta Function Fourier integrals

621 views • 30 slides

Matrix Factorizations: Singular Value Decomposition

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Diophantine Approximation and Basis Reduction

Diophantine Approximation and Basis Reduction. By Shu Wang CAS 746 Presentation 6 th , Feb, 2006. Overview. Problem: Approximating real numbers by rational numbers of low denominator and finding a so-called reduced basis in a lattice Content

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Quadratic and Linear WL Placement Using Quadratic Programming: Gordian & Gordian-L

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The uptake, transport, and storage of anthropogenic CO 2 by the ocean

The uptake, transport, and storage of anthropogenic CO 2 by the ocean. Nicolas Gruber Department of Atmospheric and Oceanic Sciences & IGPP, UCLA. Acknowledgements. Chris Sabine, Kitack Lee, Bob Key, and the GLODAP members Manuel Gloor, Andy Jacobson, Jorge Sarmiento, Sara Fletcher

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Matrices

Matrices. CS485/685 Computer Vision Dr. George Bebis. Matrix Operations. Matrix addition/subtraction Matrices must be of same size. Matrix multiplication. m x n. q x p. m x p. Condition: n = q. Identity Matrix. Matrix Transpose. Symmetric Matrices. Example:. Determinants. 2 x 2.

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Lecture 07 Analysis (III) -- Stability

Lecture 07 Analysis (III) -- Stability. 7.1 Bounded-Input Bounded-Output (BIBO) Stability 7.2 Asymptotic Stability 7.3 Lyapunov Stability 7.4 L inear Approximation of a Nonlinear System. Bounded-Input Bounded-Output (BIBO) stablility. Definition: For any constant N , M >0 .

864 views • 22 slides

Computer Security Access Control Matrix

Computer Security Access Control Matrix. States of a Computer System. The state of a system is the collection of current values of all components of the system: memory locations, secondary storage, registers etc Protection states are those states that have to be protected.

743 views • 16 slides

Some basic maths for seismic data processing and inverse problems (Refreshement only!)

Complex Numbers Vectors Linear vector spaces Matrices Determinants Eigenvalue problems Singular values Matrix inversion. The idea is to illustrate these mathematical tools with examples from seismology. Some basic maths for seismic data processing and inverse problems (Refreshement only!).

408 views • 16 slides

Section 4.6 (Rank)

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Matrix Properties

Matrix Properties. Some Special Matrices. A Zero matrix is a matrix whose elements are all equal to 0. For instance, here is the 2 x 3 zero matrix: A Square matrix is a matrix that has the same number of rows as columns. For instance, here is a 3 x 3 square matrix.

464 views • 15 slides

Statistical Analysis

Statistical Analysis. Professor Lynne Stokes Department of Statistical Science Lecture 5QF Introduction to Vector and Matrix Operations Needed for the Theory of Quadratic Forms. One Factor (Fixed Effects) General Linear Model. Common Matrix Form. Regression: X full column rank

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Section 4.2

Section 4.2. Null Spaces, Column Spaces, and Linear Transformations. In this section we will look at two important subspaces associated with a matrix, the null space and the column space . Consider the following system of homogeneous equations : . (1).

236 views • 12 slides