Hunter, David - Department of Statistics, Pennsylvania State University

• David R. Hunter and Kenneth Lange What's in a Name?
• JSS Journal of Statistical Software MMMMMM YYYY, Volume VV, Issue II. http://www.jstatsoft.org/
• CHAPTER 14 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 1
• Introductory Statistics,
• A Tutorial on MM Algorithms David R. Hunter1
• STATISTICS 401: PRACTICE PROBLEMS FOR FINAL EXAM Spring 2000
• STAT 525 Notes on the log-logistic hazard and survreg in R The log-logistic distribution is defined as the exponentiation of a logistic variable, which is a
• Stat 597A: Asymptotic Tools Midterm 1 sample questions Problem 1. Let X1, X2, . . . be iid from a distribution with F(x) = 1 + x5
• STAT 220: Basic Statistics for Quantitative Students Spring 2006
• Rule of sample proportions (p. 359) IF: 1. There is a population proportion of interest
• CHAPTER 25 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• Statistics 200 Honors Homework Solutions
• Computing Estimates in the Proportional Odds Model David R. Hunter1
• CHAPTER 10 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• STAT 100, Section 2 Sample Mid-term Examination #3 Spring, 2004 The following questions are similar to the types of questions you will see on the midterm
• Bayesian inference for contact networks given epidemic data Penn State Department of Statistics Technical Report #10-02
• CHAPTER 3 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 6
• Solutions for Jan. 27 homework in STAT 220. Most of these answers are taken from the solutions manual for the Utts and Heckard
• 8.10 The sample space of all possible sequences is {HHH, HHT, HTH, THH, HTT, THT, a. For each sequence in the sample space, count the number of tails. Then count how
• STAT 100, Section 1 Sample Mid-term Examination #2 Fall, 2005 The following questions are similar to the types of questions you will see on the midterm
• 12.56 No, it would not be appropriate to find a 95% confidence interval for the mean. The sample is not a random sample as the ages at death of the first ladies are not
• Stat 597D: Topics in bioinformatics Spring 2001 Assignment 3 Due March 27
• Statistics 200 Honors Homework Solutions
• Statistical inference to advance network models in epidemiology Penn State Department of Statistics Technical Report #11-01
• STAT 220: Optional take-home exam, due Wednesday, Mar. 29 Please show all of your work on the exam itself. If you need more space, use the back
• http://astrostatistics.psu.edu/statcodes/sc_R.html STAT 220: Basic Statistics for Quantitative Students
• Statistics 200 Honors Homework Solutions
• STAT 401 Some practice problems for Exam #2 Spring 2004 The following questions come from course materials used during spring 2000.
• Statistics 200 Honors Homework Solutions
• Statistics 200 Honors Homework Solutions
• JSS Journal of Statistical Software February 2008, Volume 24, Issue 3. http://www.jstatsoft.org/
• CHAPTER 15 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• Statistics 200 Honors Homework Solutions
• Statistics 525: Survival Analysis I, Spring 2011 Time and Place: MWF 9:05-9:55 in 010 Life Science
• Statistical Models for Globular Cluster Luminosity Distribution
• Table HIST002R_1. Death rates for 113 selected causes by 5-year age groups, race and sex: United States, 1979-98
• CHAPTER 26 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 2
• CHAPTER 12 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 5
• STAT 100, Section 1 Sample Mid-term Examination #3 Fall, 2005 The following questions are similar to the types of questions you will see on the midterm
• Statistics 200 Honors Homework Solutions
• Stat 597D: Topics in bioinformatics Spring 2001 Assignment 1 Due February 1
• Network analysis of measles data 1 A Network-based Analysis of the 1861 Hagelloch Measles Data
• Semiparametric Mixtures of Regressions Penn State Dept. of Statistics Technical Report #11-02
• ergm.userterms: A Template Package for Extending David R. Hunter
• Estimation for Conditional Independence Multivariate Finite Mixture Models
• An EM-like algorithm for semi-and non-parametric estimation
• Goodness of Fit of Social Network Models David R. Hunter, Penn State University
• JSS Journal of Statistical Software February 2008, Volume 24, Issue 1. http://www.jstatsoft.org/
• JSS Journal of Statistical Software February 2008, Volume 24, Issue 4. http://www.jstatsoft.org/
• JSS Journal of Statistical Software MMMMMM YYYY, Volume VV, Issue II. http://www.jstatsoft.org/
• The Annals of Statistics 2007, Vol. 35, No. 1, 224251
• Inference in Curved Exponential Family Models for Networks
• The Annals of Statistics 2005, Vol. 33, No. 4, 16171642
• Teaching computing in statistical theory courses David R. Hunter
• Optimization Transfer Using Surrogate Objective Functions
• Code of Mutual Respect and Cooperation for Faculty, Staff and Students in The Eberly College of Science
• Duke Health Briefs: Positive Outlook Linked to Longer Life in Heart Patients
• STATISTICS 401, Section 001 Experimental Methods, Spring 2004
• Introductory Guide Final Version
• Table HIST002R_2. Death rates for 113 selected causes by 5-year age groups, race and sex: United States, 1979-98
• Alterations in Brain and Immune Function Produced by Mindfulness RICHARD J. DAVIDSON, PHD, JON KABAT-ZINN, PHD, JESSICA SCHUMACHER, MS, MELISSA ROSENKRANZ, BA,
• STAT 100, Section 4: Statistical Concepts and Reasoning This online document is the official course syllabus.
• The three main topics covered by test 2 will be probability (Ch. 4), regression (Ch. 2, 10, 11), and one-way ANOVA (Ch. 12). Please note that the pages and topics listed here
• Bill is 34 years old. He is intelligent, but unimaginative, compulsive, and generally lifeless. In school, he was strong
• Statistics 200 Honors Thursday, September 30, 1999
• YET ANOTHER SAMPLE TEST QUESTION Because a diet rich in saturated fats raises the cholesterol level, it is
• SAMPLE TEST QUESTION WITH SOLUTIONS A suspicious coin is flipped 132 times. The object of this experiment
• SOLUTIONS FOR PRACTICE "QUIZ" Friday, Sept. 10, 1999
• B1. Assuming the dataset is already read in correctly and is called "s", type > attach(s)
• STAT 220: Chapter 7 Supplement COUNTING WITHOUT COUNTING
• STAT 220: Basic Statistics for Quantitative Students Spring 2006
• STAT 220: Basic Statistics for Quantitative Students Spring 2006
• SOLUTIONS FOR APR. 7 HOMEWORK 1. Start with the sum of squared residuals: SSR =
• STAT 220: Basic Statistics for Quantitative Students Spring 2006
• A few practice midterm problems involving probability Problem 1. A professor has noticed that 40% of the students who regularly
• STAT 220: Chapter 8 Supplement CONTINUOUS RANDOM VARIABLES
• Stat 597A: Asymptotic Tools Midterm 2 sample questions Problem 1. For > 0, let X1, . . . , Xn be iid from an exponential distribution with cdf F(x) = 1 -e-x/
• Stat597D, Spring 2001. Homework assignment #F1
• Stat597D, Spring 2001. Homework assignment # 4
• 1 Nice example demonstrating rate of EM convergence Let Y1, . . . , Yn be iid exponential random variables with mean . Suppose there are
• CHAPTER 1 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• CHAPTER 2 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• CHAPTERS 5 AND 6 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 6
• CHAPTER 7 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 7
• CHAPTER 8 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• CHAPTER 11 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 5
• CHAPTER 13 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 5
• CHAPTER 17 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• CHAPTER 19 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• CHAPTER 20 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• CHAPTER 22 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• CHAPTER 23 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• CHAPTER 24 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• STAT 100, Section 4 Sample Mid-term Examination #2 Fall, 2008 The following questions are similar to the types of questions you will see on the midterm
• STAT 100, Section 2 Sample Mid-term Examination I Spring, 2004 The following 50 questions are similar to the types of questions you will see on the
• STAT 100, Section 2 Final exam practice questions Spring, 2004 Proportions and Percentiles for Standard Normal Scores
• STAT 100, Section 1 Sample Mid-term Examination I Spring, 2005 The following 50 questions are similar to the types of questions you will see on the
• STAT 100, Section 1 Sample Mid-term Examination #2 Spring, 2005 The following questions are similar to the types of questions you will see on the midterm
• STAT 100, Section 1 Practice problems, Chpt. 2225 Spring, 2005 1. A p-value may be interpreted as the probability of
• STAT 100, Section 1 Sample Mid-term Examination #3 Fall, 2005 The following questions are similar to the types of questions you will see on the midterm
• STAT 100, Section 1 Sample final exam questions, Chpt. 2225 Fall, 2005 The following questions are similar to the types of questions you will see on the final
• Statistics 220 Readiness Assessment Quiz, Jan. 18 This test is based on Chapter 2 in the Utts and Heckard textbook. You get to answer
• Statistics 220 Readiness Assessment Quiz, Mar. 22 This quiz is based on Sections 6.1 through 6.5 in the Utts and Heckard textbook.
• and Donald Richards University of Guelph and
• Statistics 220 Readiness Assessment Quiz, Mar. 3 This quiz is based on Sections 3.1 through 3.4 in the Utts and Heckard textbook.
• STAT 525 Notes on the Weibull hazard and survreg in R There are quite a few ways to parameterize a Weibull hazard function. If 1 and 2 are the scale
• CHAPTER 4 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 5
• 10.18 a. 90% (See Table 10.1) b. 95% (or 95.44%)
• Statistics 200 Honors Homework Solutions
• CHAPTER 9 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 3
• Mixtures of Regressions with Predictor-Dependent Mixing Proportions
• CHAPTER 21 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• The Annals of Statistics 2004, Vol. 32, No. 1, 384406
• Statistics 200 Honors Homework Solutions
• STAT 100, Section 4 Sample Mid-term Examination I Fall 2008 The following 54 questions are similar to the types of questions you will see on the
• Stat597D, Spring 2001 F. Chiaromonte, D. Hunter
• Statistics 220 Readiness Assessment Quiz, Mar. 29 This quiz is based on Sections 5.1 through 5.2 in the Utts and Heckard textbook.
• Statistics 200 Honors Exam 1 with solutions
• ANOTHER SAMPLE TEST QUESTION Recall the in-class demonstration of the dice-rolling simulation. It
• STAT 100, Section 2 Practice problems, Chpt. 2124 Spring, 2004 1. A sudy of PSU students failed ( p-value = .32) to find a difference in pulse rates between men and
• STAT 100, Section 2 Sample Mid-term Examination #2 Spring, 2004 The following questions are similar to the types of questions you will see on the midterm
• This publication is available in alternative media on request. Penn State is committed to affirmative action, equal opportunity, and the diversity of its workforce. For further information, please contact Dr. Betty Harper.
• STAT 100, Section 1 Sample Mid-term Examination I Spring, 2005 The following 48 questions are similar to the types of questions you will see on the
• CHAPTER 16 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 5
• Statistics 220 Readiness Assessment Quiz, Jan. 23 This test is based on the introduction and sections 11.1, 11.2, 11.6, and 11.7 in the
• ANOTHER SAMPLE TEST QUESTION Recall the in-class demonstration of the dice-rolling simulation. It
• YET ANOTHER SAMPLE TEST QUESTION Because a diet rich in saturated fats raises the cholesterol level, it is
• Stat 597A: Asymptotic Tools Fall 2003 Midterm 1 October 9, 2002
• Statistics 220 Readiness Assessment Quiz, Feb. 6 This quiz is based on Sections 4.1 through 4.3 in the Utts and Heckard textbook.
• 1. Start with the sum of squared residuals: SSR = i=1 [yi -(b0 + b1xi)]
• (1) If the sample statistic X counts the number of heads in 100 flips of a fair coin, then X has a binomial (100, 1/2) distribution.
• Dynamic Egocentric Models for Citation Networks Duy Q. Vu * DQV100@STAT.PSU.EDU
• STAT 100, Section 1: Course Syllabus http://www.stat.psu.edu/~dhunter/100/syllabus.html 1 of 2 9/2/2005 10:00 AM
• Instead of maximizing the likelihood function, penalized likelihood methods add a penalty to the likelihood function and
• CHAPTER 18 SOLUTIONS AND MINI-PROJECT NOTES Page 1 of 4
• Statistics 200 Honors Homework Solutions
• Statistics 200 Honors Homework Solutions
• Statistics 200 Honors Homework Solutions
• Rule of sample proportions IF: 1. There is a population proportion of interest
• Quantile Regression via an MM Algorithm David R. Hunter1
• NOTE: CHOICE E ALWAYS MEANS "NONE OF THE ABOVE". 1 THIS IS FORM S
• STAT 100, Section 1 Sample Mid-term Examination #3 Spring, 2005 The following questions are similar to the types of questions you will see on the midterm
• Model Selection 5th Penn State Astrostatistics School
• Nonparametric Conditional Quantile Estimation with Neural NetworNonparametric Conditional Quantile Estimation with Neural Networkk Feng, Yijia (Yvonne), Ph.D. candidateFeng, Yijia (Yvonne), Ph.D. candidate
• Statistics 220 Readiness Assessment Quiz, Apr. 12 This quiz (last of the semester!) is based on Section 16.1 in the Utts and Heckard
• Bayesian Inference for Contact Networks Given Epidemic CHRIS GROENDYKE
• Assignment 1 Exercise 1.1 Assume that an a and bn b, where a and b are real numbers.
• Continuous-Time Regression Models for Longitudinal Networks
• Assignment 2 Exercise 1.20 According to the result of Exercise 1.16, the limit (1.21) implies that
• Improving Simulation-Based Algorithms for Fitting ERGMs
• Assignment 4 Exercise 2.10 The goal of this Exercise is to construct an example of an independent
• Assignment 11 Exercise 7.1 In this problem, we explore an example in which the MLE is not con-
• GetConnected StayConnected Sample Assignments
• Stat 597A: Asymptotic Tools Fall 2002 Midterm 2 November 20, 2002
• Assignment 7 Exercise 4.3 Use the Continuity Theorem to prove the Cramer-Wold Theorem, The-
• Stat 597D: Asymptotic Tools Fall 2000 Midterm 2 November 2, 2000
• Assignment 12 Exercise 7.12 (a) Derive the Jeffreys prior on 2
• Stat 553: Asymptotic Tools Fall 2011 Midterm SOLUTIONS
• Stat 553: Asymptotic Tools Fall 2011 Midterm 2 SOLUTIONS
• Stat 553: Asymptotic Tools Midterm 1 sample questions Problem 1. For 0 < p < 1 and q = 1 -p, let X1, X2, . . . be iid random variables such that
• Stat 597D: Asymptotic Tools Fall 2000 Midterm 2 Solutions
• Assignment 3 Exercise 1.43 The complex plane C consists of all points x + iy, where x and y are
• Assignment 9 Exercise 5.5 Let Xn binomial(n, p), where p (0, 1) is unknown. Obtain confi-
• Assignment 8 Exercise 4.7 Use the Cramer-Wold Theorem along with the univariate Central Limit
• Stat 553: Asymptotic Tools Fall 2011 Midterm 2 Sample problems
• Assignment 5 Exercise 3.2 The diagram at the end of this section suggests that neither Xn
• Alcohol use and high-risk
• Assignment 6 Exercise 1.41 Kolmogorov's inequality is a strengthening of Chebyshev's inequality
• Assignment 10 Exercise 4.8 Prove that (4.13) implies both (4.12) and (4.14) (the "forward half" of
• STAT 515: Stochastic Processes I, Spring 2012 All changes to the original syllabus will be typeset in red text and announced in class.
• Assignment 13 Exercise 8.4 For the hypotheses considered in Examples 8.12 and 8.13, the sign test