'Represent' diaporamas de présentation

Building a Conceptual Understanding of Algebra with Algebra Tiles

Building a Conceptual Understanding of Algebra with Algebra Tiles. Jim Rahn LL Teach, Inc. www.jamesrahn.com James.rahn@verizon.net. The Zero Property.

1.08k views • 82 slides

SVD(Singular Value Decomposition) and Its Applications

SVD(Singular Value Decomposition) and Its Applications. Joon Jae Lee 2006. 01.10. The plan today. Singular Value Decomposition Basic intuition Formal definition Applications. LCD Defect Detection. Defect types of TFT-LCD : Point, Line, Scratch, Region. Shading.

1.58k views • 58 slides

Section 2.3 Set Operations and Cartesian Products

Intersections of Sets The intersection of Set A and B, written is the set of elements common to both A and B. . Section 2.3 Set Operations and Cartesian Products. Example. Suppose we have two candidates, Mr. Brown and Mr. Green running for a city office.

763 views • 44 slides

Putting Energy Efficiency to Work

Putting Energy Efficiency to Work. Presented by Fred Yebra, P.E. March 5, 2008. To Be Covered. How do we evaluate DSM programs? FY06 DSM Performance Measures DSM forecasting DSM projected cash flow Achievements. 698. 1999 Austin City Council.

677 views • 44 slides

Index Compression

Index Compression. Adapted from Lectures by Prabhakar Raghavan (Yahoo, Stanford) and Christopher Manning. Plan. Last lecture Index construction Doing sorting with limited main memory Parallel and distributed indexing Today Index compression Space estimation Dictionary compression

562 views • 38 slides

Semantic Modeling of Biological Sequences

Semantic Modeling of Biological Sequences. Sudha Ram Eller Professor Department of Management Information Systems Eller School of Management The University of Arizona March 5, 2004. Road Map. Background Semantics of DNA sequences and Primary protein structures

510 views • 38 slides

The Johnson Conversational Model

The Johnson Conversational Model. Occurrence Segments Tasks Behaviors Channels Reference: Easterbrooks S., Baker S. (2002). Language learning in children who are deaf and hard of hearing: Multiple pathways. Boston, MA: Allyn and Bacon.

373 views • 36 slides

Self-taught Learning Transfer Learning from Unlabeled Data

824 views • 31 slides

Background to NHTSA NCAP Ratings for Rollover Resistance

Background to NHTSA NCAP Ratings for Rollover Resistance Why are they based on Static Stability Factor? Criticism of Rollover Ratings Vehicle properties have little effect Static Stability Factor (SSF) is too simplistic SSF does not reward Electronic Stability Control (ESC)

2.26k views • 28 slides

Lecture 7: Schema refinement: Normalisation

617 views • 23 slides

Ethical considerations

1.04k views • 20 slides

Council

Council. Agenda. Authority Purpose Responsibilities Administration Council Tasks Composition W-B Process Current MACOM Issues Current DA W-B Issues 2003 DA AFAP Issues. Authority. Name: Date Established: Authority:. Eighth U.S. Army Well-Being Council 2 April 2001

306 views • 19 slides

Discussion Questions of Polymorphism in ANDAs Ken Morris

Discussion Questions of Polymorphism in ANDAs Ken Morris. Industrial and Physical Pharmacy Purdue University. Questions for the SAB.

319 views • 13 slides

472 views • 12 slides

Chapter 18

Investments. Debt Securities. Equity Securities. Chapter 18. Investments in Debt Securities. Represent a creditor relationship with an enterprise U.S. government securities Municipal securities Corporate bonds Convertible debt Commercial paper All securitized debt instruments.

246 views • 12 slides

Learning the parts of objects by nonnegative matrix factorization

Learning the parts of objects by nonnegative matrix factorization. D.D. Lee from Bell Lab H.S. Seung from MIT Presenter: Zhipeng Zhao. Introduction. NMF (Nonnegative Matrix Factorization): Theory: Perception of the whole is based on perception of its parts.

362 views • 10 slides

INTRODUCTION: MEDIEVAL EUROPE

INTRODUCTION: MEDIEVAL EUROPE. What do we know already?. What were the Middle Ages? What time period do the Middle Ages represent? Why do we call it the Middle Ages ? Does it represent a geographical shift? What does the word Medieval mean?

638 views • 9 slides

Team Roles Learning Objectives

Team Roles Learning Objectives. To understand the roles and responsibilities of project team members To consider how to fulfill one team role in a future improvement project. Team Roles. Team leader Team facilitator Team member Timekeeper Recorder. Team Roles Responsibilities.

1.16k views • 6 slides

Employment Law Firm

Cummings

120 views • 4 slides

Frequency Polygon

Frequency Polygon. Example The table below represents the marks obtained by children in an examination . Represent this data on a frequency polygon . Example The table below shows the distribution of weekly wages in two small factories a) Draw a frequency polygon to represent the data

277 views • 3 slides