- Mathematics and Statistics Undergraduate Handbook Supplement to the Handbook
- Assignment 3 Part B Applied Probability Oxford MT 2007 VII A.3 Continuous-time Markov chains
- arXiv:0911.5647v1[math.PR]30Nov2009 Restricted exchangeable partitions and embedding
- Applied Probability Matthias Winkel
- Assignment 2 MS3b Levy Processes and Finance Oxford HT 2010 V A.2 Poisson counting measures
- Assignment 3 MS3b Levy Processes and Finance Oxford HT 2010 VII A.3 Construction of Levy processes
- The Annals of Probability 2009, Vol. 37, No. 5, 19992041
- UNIVERSITY OF OXFORD DEPARTMENT OF STATISTICS
- Assignment 2 Part B Applied Probability Oxford MT 2007 V A.2 Poisson processes and birth processes
- MS3b/MScMCF Levy Processes and Finance
- Assignment 2 BS3b Statistical Lifetime-Models Oxford HT 2007 V A.2 Estimation of lifetime distributions
- Assignments Welcome to BS4/OBS4 Actuarial Science. There is a website for the course at
- o13 Hilary Term Lecture 1 Introduction
- B.1 Infinite divisibility and limits of random walks 1. (a) Recall that for independent A1 Gamma(1, ) and A2 Gamma(2, ) we
- Limit theorems for multipower variation in the presence of jumps
- Assignment 1 BS3b Statistical Lifetime-Models Oxford HT 2007 III A.1 Revision, lifetime distributions
- The Annals of Probability 2008, Vol. 36, No. 5, 17901837
- Actuarial Science Matthias Winkel1
- Solutions 4 MS3b Levy Processes and Finance Oxford HT 2010 XXXI B.4 Simulation
- Assignments 6 assignment sheets are issued, on Monday of week 1, Tuesdays of weeks 2 and 3, and
- Mathematics and Statistics Undergraduate Supplement to the Handbook
- Assignment 1 Part B Applied Probability Oxford MT 2007 III A.1 Poisson processes and conditioning
- Assignment 6 Part B Applied Probability Oxford MT 2007 XIII A.6 Renewal theory II
- Honour School of Mathematics and Statistics Draft Supplement to the Undergraduate Handbook
- Assignment 1 Part B Actuarial Science Oxford MT 2009 III A.1 Cash flows, discounting, interest rate models
- Assignment 2 Part B Actuarial Science Oxford MT 2009 V A.2 pthly payments, annuities and loans
- Assignment 3 Part B Actuarial Science Oxford MT 2009 VII A.3 Yields and comparison of investment projects
- Assignment 5 Part B Actuarial Science Oxford MT 2009 XI A.5 Inflation and Taxation
- Assignments Assignment sheets are made available on the course website
- Assignment 3 BS3b Statistical Lifetime-Models Oxford HT 2007 VII A.3 Multiple state models
- Assignments Assignment sheets are issued on Wednesdays of weeks 1-7. They are made available on
- XXII Solutions MS3b Levy Processes and Finance Oxford HT 2010 B.2 Poisson counting measures
- XXVI Solutions MS3b Levy Processes and Finance Oxford HT 2010 B.3 Construction of Levy processes
- Assignment 5 MS3b Levy Processes and Finance Oxford HT 2010 XI A.5 Financial models
- Solutions 5 MS3b Levy Processes and Finance Oxford HT 2010 XXXV B.5 Financial models
- Assignment 6 MS3b Levy Processes and Finance Oxford HT 2010 XIII A.6 Time change
- Applications of Levy processes Graduate lecture 29 January 2004
- arXiv:math.PR/0509518v122Sep2005 GROWTH OF LEVY TREES.
- Time change Almut E. D. Veraart
- arXiv:1004.3061v1[math.PR]18Apr2010 Growth of Galton-Watson trees: immigration and lifetimes
- The Annals of Probability 2005, Vol. 33, No. 6, 21882211
- Convergence to equilibrium renewal theorems
- Markov models for insurance Reading: Ross 7.10; CT4 Unit 6
- Conclusions and Perspectives 16.1 Summary of the course
- Elect. Comm. in Probab. 15 (2010), 572584 ELECTRONIC COMMUNICATIONS
- Assignment 4 MS3b Levy Processes and Finance Oxford HT 2010 IX A.4 Simulation
- Assignment 5 Part B Applied Probability Oxford MT 2007 XI A.5 Renewal theory I
- The Strong Law of Large Numbers Reading: Grimmett-Stirzaker 7.2; David Williams "Probability with Martingales" 7.2
- Excess life and stationarity Reading: Grimmett-Stirzaker 10.3-10.4; Ross 7.7
- Solutions 6 MS3b Levy Processes and Finance Oxford HT 2010 XXXIX B.6 Time change
- Assignment 6 Part B Actuarial Science Oxford MT 2009 XIII A.6 Stochastic interest rates and random cash flows
- Assignment 7 MS3b Levy Processes and Finance Oxford HT 2010 XV A.7 Subordination and level passage events
- Assignment 4 Part B Applied Probability Oxford MT 2007 IX A.4 Continuous-time Markov chains II
- Assignment 1 MS3b Levy Processes and Finance Oxford HT 2010 III A.1 Infinite divisibility and limits of random walks
- M/M/1 queues and queueing Reading: Norris 5.2.1-5.2.6; Grimmett-Stirzaker 11.2, 11.7; Ross 6.6, 8.4
- The Annals of Probability 2008, Vol. 36, No. 4, 12211266
- Assignment 4 Part B Actuarial Science Oxford MT 2009 IX A.4 Payback periods and Funds
- Statistical Lifetime-Models Lectures 1-8
- The Annals of Probability 2002, Vol. 30, No. 1, 382415
- Introduction to Levy processes Graduate lecture 22 January 2004
- E l e c t r o n b a b i l i t y
- Matthias Winkel Department of Statistics
- BS4b/MScApplStats Actuarial Science II
- Assignment 2 BS4a Actuarial Science Oxford MT 2011 V A.2 Yields, pthly payments, annuities and loans
- B.1 Cash-flows, discounting, interest rate models 1. This question allows students to explore the amount, probabilities and contingent
- Solutions 2 BS4a Actuarial Science Oxford MT 2011 XIX B.2 Yields, pthly payments, annuities and loans
- XXIV Solutions BS4a Actuarial Science Oxford MT 2011 B.3 Comparison of loans, funds and inflation
- Assignment 3 BS4a Actuarial Science Oxford MT 2011 VII A.3 Comparison of loans, funds and inflation
- UNIVERSITY OF OXFORD DEPARTMENT OF STATISTICS
- Assignment 4 BS4a Actuarial Science Oxford MT 2011 IX A.4 Inflation, taxation and project appraisal
- Assignment 6 BS4a Actuarial Science Oxford MT 2011 XIII A.6 Term structure, random interest rates/cash-flows
- Assignments Welcome to BS4/OBS4 Actuarial Science. There is a website for the course at
- XXVIII Solutions BS4a Actuarial Science Oxford MT 2011 B.4 Inflation, taxation and project appraisal
- Assignment 5 BS4a Actuarial Science Oxford MT 2011 XI A.5 No-arbitrage, term structure, immunisation
- Mathematics and Statistics Undergraduate Handbook Supplement to the Handbook
- Stochastic interest rates and corporate bonds
- Assignment 1 BS4a Actuarial Science Oxford MT 2011 III A.1 cash-flows, discounting, interest rate models
- Mortgages and loans Reading: CT1 Core Reading Unit 8, McCutcheon-Scott Sections 3.7-3.8
- Duration, convexity and immunisation
- Introduction Reading: CT1 Core Reading Unit 1
- Solutions 6 BS4a Actuarial Science Oxford MT 2011 XXXIX B.6 Term structure, random interest rates/cash-flows
- Solutions 5 BS4a Actuarial Science Oxford MT 2011 XXXIII B.5 No-arbitrage, term structure, immunisation
- Statistical Lifetime-Models David Steinsaltz1
- Assignment 1 BS3b Statistical Lifetime-Models Oxford HT 2012 III A.1 Revision, lifetime distributions
- Solutions 2 BS3b Statistical Lifetime-Models Oxford HT 2012 XIX B.2 Estimation of lifetime distributions
- Assignment 4 BS3b Statistical Lifetime-Models Oxford HT 2012 IX A.4 Multiple decrements and general Markov models
- Assignments Assignment sheets are made available on the course website
- Assignment 6 BS3b Statistical Lifetime-Models Oxford HT 2012 XIII A.6 Model testing, proportional-hazards, accelerated life
- B.1 Revision, lifetime distributions 1. (a) The log likelihood function is given by
- Assignment 2 BS3b Statistical Lifetime-Models Oxford HT 2012 V A.2 Estimation of lifetime distributions
- Assignment 3 BS3b Statistical Lifetime-Models Oxford HT 2012 VII A.3 Census approximation, graduation, goodness of fit
- Assignment 5 BS3b Statistical Lifetime-Models Oxford HT 2012 XI A.5 Censoring and truncation, Kaplan-Meier estimator
