PPT-Linear Modelling II

Richard Mott Wellcome Trust Centre for Human Genetics Recap So far we have learnt about Correlation Linear Regression OneWay Analysis of Variance Nonparametric alternatives In this lecture we will cover. e Ax where is vector is a linear function of ie By where is then is a linear function of and By BA so matrix multiplication corresponds to composition of linear functions ie linear functions of linear functions of some variables Linear Equations 1. . . Department. of Electrical . Engineering. , Mathematics and Computer . Science. , Delft University of . Technology. , . Delft. , . Netherlands. ; . 2. . KNMI - Koninklijk Nederlands Meteorologisch . Modelling for Engineering Processes. Peter Hale UWE. University of the West of England, Bristol. Abstract. Problem. -. Enable translation of human problems/representation to computer models and code.. Name: _______________________________. TG: _________. Class: ____________________. When you see the POP symbol it means you have a chance to get to the next NC level and the teacher will be checking your work for progress.. Inversion . I. : . linear approaches. Dr. Mathias (Mat) Disney. UCL Geography. Office: 113, Pearson Building. Tel: 7670 0592. Email: . mdisney@ucl.geog.ac.uk. www.geog.ucl.ac.uk. /~. mdisney. Linear models and inversion. 3.5. Demonstrate understanding of how technological modelling supports technological development. Aims for this session. To share key messages for technological modelling level 3. T. o develop understanding of how . Lecturer in Quantitative Social Sciences. A basic linear regression model. e. Y. X. Y = B0 B1*X e. What’s the problem?. Assume that the residuals (e) are independent from each other.. Ie. that the model has accounted for everything systematic . Tonight's agenda . Our focus is always somewhere else. A Secure Development Lifecycle?. Threat Modelling. Taking it in your STRIDE. How . to get everyone involved. How to win at Poker. Q & A. Fin. 1. . . Department. of Electrical . Engineering. , Mathematics and Computer . Science. , Delft University of . Technology. , . Delft. , . Netherlands. ; . 2. . KNMI - Koninklijk Nederlands Meteorologisch . Dr Linda Bird. 2. nd. – 4. th. December 2012. Meeting Goals. Finalise draft CIMI Laboratory Results Report . mindmaps. Update CIMI Laboratory Results Report . ADL 1.5. Drafts prepared by Tom & Ian. Dr Linda Bird. 26. th. June 2013. Agenda. Background. CIMI . Modelling. Approach. CIMI . Modelling. . Foundations. CIMI . Modelling. Methodology. Future Work. Tomorrow. :. Terminology Binding. background. Barotse. floodplain, Zambia. . Tom Willis. 1. , Mark Smith. 1. , Donall Cross. 2. , Andrew Hardy. 3. , Georgina Ettritch. 3. , Happiness Malawo. 4. , . Mweemba. Sinkombo. 4. , Cosmas Chalo. 4. , Elizabeth Mroz. Issy . Codron. , University of Exeter. Stefan Kraus, Tyler Gardner, . Sorabh. Chhabra, Daniel Mortimer, Owain Snaith, Yi Lu. John Monnier, Antoine . Mérand. , and MIRC-X/MYSTIC Team. Disc Misalignments & Modelling the Inner AU of HD 143006. Prof. Dr. . Steffen Flessa. Department of Health Care Management. University of Greifswald. Population: 82,000,000. Prof. Dr. Steffen Fleßa. 1966. Married, 2 children. BA, MBA, . PhD, .