'Vector form' diaporamas de présentation

Towards the Self-Organizing Feature Map

Towards the Self-Organizing Feature Map. Fall 2007 Instructor: Tai-Ye (Jason) Wang Department of Industrial and Information Management Institute of Information Management. Properties of Stochastic Data.

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Computacion inteligente

Computacion inteligente. The perceptron. Agenda. History Perceptron structure Perceptron as a two-class classifier The Perceptron as a Logic Operator Perceptron Learning Perceptron Convergence Theorem Examples Perceptron Limitation. History. History.

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Routing in General Distance Vector Routing

Routing in General Distance Vector Routing. Jean-Yves Le Boudec Fall 2009. Contents. 1. Routing in General 2. Distance vector Bellman-Ford How it is used in practice 3. Protocols that implement Distance Vector RIP RIP v2 IGRP 4. More about routing in general.

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Finite Element Analysis

Finite Element Analysis. Mathematical Background. http ://www.kmitl.ac.th/~ kpbumroo/12019801. One-Dimensional Computation Example. Second-Order One-Dimensional Linear Differential Equation Dirichlet boundary conditions Exact solution. Finite Difference Approximations. Forward difference

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Chapter 11

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Reed-Muller and Preparata Codes

Reed-Muller and Preparata Codes. OUTLINE. [1] Reed-Muller codes [2] Decoding Reed-Muller codes [3] Extended Preparata Codes [4] Encoding Extended Preparata Codes [5] Decoding Extended Preparata Codes. Chap 3 Perfect and Related Codes. Recall [3.8]. Reed-Muller codes

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FORCE VECTORS, VECTOR OPERATIONS & ADDITION COPLANAR FORCES

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CE 201 - Statics

CE 201 - Statics. Lecture 11. MOMENT OF A FORCE-VECTOR FORMULATION. In scalar formulation, we have seen that the moment of a force F about point O or a bout a moment axis passing through point O is equal to: + M O = F ? d

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Using Word Based Features for Word Clustering

Using Word Based Features for Word Clustering. Department of Electronics and Communications, Faculty of Engineering Cairo University. Research Team: Farhan M. A. Nashwan Prof. Dr. Mohsen A. A. Rashwan. Presented By: Farhan M. A. Nashwan.

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Low-Complexity Recursive Convolutional Precoding for OFDM-based Large-Scale Antenna Systems

Low-Complexity Recursive Convolutional Precoding for OFDM-based Large-Scale Antenna Systems. Presented by Wei Han wayne.hanwei@huawei.com. Authors. Yinsheng Liu Beijing Jiaotong University, China Email: ys.liu@bjtu.edu.cn. Geoffrey Ye Li Georgia Institute of Technology, USA

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9.1 Translate Figure and Use Vectors

9.1 Translate Figure and Use Vectors. Translations http://www.mathsisfun.com/flash.php?path=%2Fgeometry/images/translation.swf&w=894&h=762&col=%23FFFFFF&title=Geometry+Translation Vector/Translations http://illuminations.nctm.org/LessonDetail.aspx?id=L474

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HOMOGENEOUS LINEAR SYSTEMS

HOMOGENEOUS LINEAR SYSTEMS. Up to now we have been studying linear systems of the form We intend to make life easier for ourselves by choosing the vector to be the z ero-vector. We write the new, easier equation in the three familiar equivalent forms: Long-hand:

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Angular Vectors

Angular Vectors. Direction of Angular Velocity . Angular velocity can be clockwise or counterclockwise around the axis of rotation. Two directions along the axis of rotation Angular velocity can point either way

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Projectile Motion with Wind and Air Resistance

Projectile Motion with Wind and Air Resistance. Section 10.4b. Practice Problems. A baseball is hit when it is 3 ft above the ground. It leaves the bat with initial speed of 152 ft /sec, making an angle of with the

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1.3 Lines and Planes

1.3 Lines and Planes. Lines in R 2 and R 3. To determine a line L , we need a point P(x 1 ,y 1 ,z 1 ) on L and a direction vector for the line L. The vector form is. The parametric equations of a line in space is. The parametric equations of a line in the plane is. Example.

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PHS102: INTRODUCTORY PHYSICS III

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Examples:

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Laws of Electrostatics

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