'Matrix 2' diaporamas de présentation

An efficient visualization tool for the analysis of protein mutation matrices

An efficient visualization tool for the analysis of protein mutation matrices. Maria Pamela C. David, Carlo M. Lapid and Vincent Ricardo M. Daria Computational Science Research Center University of the Philippines, Diliman. Outline. Visualization

275 views • 27 slides

Airfield Obstruction Reduction Program

Airfield Obstruction Reduction Program. Capt John Gasner CMSgt Mav Douglas. PACAF AORP. Overview Problem Purpose Plan - 2 Phases Implementation Evaluation Obstruction Status by Base Conclusion. PACAF AORP. Problem Over 2,000 waivers/obstructions AF-wide problem

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MATRICES

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Three-dimensional Matrices

Three-dimensional Matrices. Useful for representing a function of 3 variables [e.g., temperature in a volume; T = f(x,y,z)] Creating a 3-D matrix Size of a 3-D matrix Reshaping matrices Addressing elements in a 3-D matrix Creating a 3-D matrix with meshgrid 3-D visualization.

913 views • 15 slides

Three-dimensional Matrices

Three-dimensional Matrices. Useful for representing a function of 3 variables [e.g., temperature in a volume; T = f(x,y,z)] Creating a 3-D matrix Size of a 3-D matrix Reshaping matrices Addressing elements in a 3-D matrix Creating a 3-D matrix with meshgrid 3-D visualization.

165 views • 15 slides

13.1 Matrices and Systems of Equations

13.1 Matrices and Systems of Equations. SWBAT find the dimensions of a matrix SWBAT solve systems of equations using matrices. Dimensions of a Matrix. Row. Column. Find the dimensions of each matrix. Find the dimensions of each matrix. Solve using Row Reduction Echelon Form rref.

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Chapter 3 Mapping Legal to GAAP

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Solving Linear Systems of Equations - Calculator Methods

Solving Linear Systems of Equations - Calculator Methods. Consider the following augmented matrix. The rows can be written as. Row 1: x + 0y + 0z = 3 ? x = 3. Row 2: 0x + y + 0z = -7 ? y = -7. Row 3: 0x + 0y + z = 5 ? z = 5.

392 views • 9 slides

Chapter

Chapter. Term Project Applications of Computer Programming in Earth Sciences Instructor: Dr. Cheng-Chien Liu Department of Earth Sciences National Cheng Kung University Last updated: 22 September 2014. Project description. Solution of Linear Algebraic Equations

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Essential toolkit for sustaining innovation based on new product design techniques

132 views • 5 slides