UC DAVIS GENERAL CATALOG--Programs and Courses

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Statistics

(Intercollege Division)
George G. Roussas, Ph.D., Chairperson of the Division and Associate Dean of Statistics
Division Office, 380 Kerr Hall (916-752-2361)

Faculty

Prabir Burman, Ph.D., Professor
Christiana Drake, Ph.D., Associate Professor
Alan P. Fenech, Ph.D., Associate Professor
Wesley O. Johnson, Ph.D., Professor
Richard A. Levine, Ph.D., Assistant Professor
Yue-Pok (Ed) Mack, Ph.D., Professor
Hans-Georg Mueller, Ph.D., Professor
George G. Roussas, Ph.D., Professor
Francisco J. Samaniego, Ph.D., Professor
Robert H. Shumway, Ph.D., Professor
Jessica M. Utts, Ph.D., Professor, Academic Senate Distinguished Teaching Award
Jane-Ling Wang, Ph.D., Professor
Samuel P. Wong, Ph.D., Assistant Professor

Emeriti Faculty

P.K. Bhattacharya, Ph.D., Professor Emeritus
Alvin D. Wiggins, Ph.D., Professor Emeritus

Affiliated Faculty

Rahman Azari, Ph.D., Lecturer


The Major Program

Statistics enables us to make inferences about entire populations, based on samples extracted from those populations. Statistical methods can be applied to problems from almost every discipline and they are vitally important to researchers in agricultural, social, engineering, and medical sciences.

The Program. Statistics majors may receive either a Bachelor of Arts or a Bachelor of Science degree. The A.B. degree is very flexible, facilitating a double major or extensive elective course work in a field in which statistics is applied. The B.S. degree program has two options: one emphasizes mathematics and is especially recommended as preparation for graduate study in statistics; the other emphasizes computer science. All three programs require theoretical and applied course work and underscore the strong interdependence of statistical theory and the applications of statistics.

Preparatory Requirements. Before applying for either the A.B. or B.S. major in Statistics, students must ordinarily complete the following courses with at least C grades:

Mathematics 21A, 21B, 21C

Mathematics 22A, 22B

Computer Science Engineering 30 or Engineering 5

Statistics 32

In addition, due to space limitation in the B.S. major, students admitted to this major will normally be chosen from those having at least a 3.0 grade point average in the above courses. For further information, please contact a Statistics adviser.

Career Alternatives. Probability models and statistical methods are used in a great many fields, including the biological and social sciences, business and engineering. The wide applicability of statistics has created in both the public and private sectors a strong demand for graduates with statistical training. Current employment opportunities include state and federal government positions with a statistician designation, industrial positions (e.g., in the actuarial series within an insurance company or in the data management unit in a health science facility), and teaching positions.


A.B. Major Requirements:

UNITS
Preparatory Subject Matter 24-25
Calculus, Mathematics 21A, 21B, 21C 12
Linear algebra, differential equations, Mathematics 22A, 22B 6
Computer science, Computer Science Engineering 30 or Engineering 5 (or the equivalent) 3-4
Statistics through computers, Statistics 32 3
Depth Subject Matter 38-39
Analysis of variance, multiple regression, Statistics 106, 108 or the equivalent 8
Probability and mathematical statistics, Statistics 131A, 131B, 131C 12
Three Statistics courses with Statistics 131B as a prerequisite 9-10
Related elective courses

Three upper division courses approved by major adviser. They may be in mathematics, computer science or in quantitative aspects of a substantive discipline.

9
Total Units for the Major 62­64


B.S. Major Requirements:

UNITS
Preparatory Subject Matter 24-31
Calculus, Mathematics 21A, 21B, 21C 12
Linear algebra; differential equations, Mathematics 22A, 22B 6
Computer science:

General option: Computer Science Engineering 30 or Engineering 5 (or the equivalent) 3-4
Computer Science option: Computer Science Engineering 30 and 40 and Electrical and Computer Science Engineering 70 10
Statistics through computers, Statistics 32 3
Depth Subject Matter

Complete one of the two options below.


Statistics--General option 51-54
Analysis of variance, multiple regression, Statistics 106, 108 or the equivalent 8
Introduction to probability, mathematical statistics, Statistics 131A, 131B, 131C or the equivalent 12
Four Statistics courses having Statistics 131B as a prerequisite 12-13
Linear algebra, Mathematics 167 3
Three upper division Mathematics courses selected from 108, 127A-127B-127C, 128A-128B-128C, 168 (Mathematics 127 strongly recommended for students considering graduate work in Mathematics or Statistics.) 10-12
Related elective courses

Two upper division courses approved by major adviser. These may be in mathematics, computer science or in quantitative aspects of a substantive discipline.

6
Total Units for the Major

(General option)

75-85

Statistics--Computer Science option 49-53
Analysis of variance, multiple regression, Statistics 106, 108 (or the equivalent) 8
Introduction to probability, mathematical statistics, Statistics 131A, 131B, 131C 12
Two courses having Statistics 131B as a prerequisite 6-7
Statistical computing, Statistics 141 3
Operating systems and System programming, Computer Science Engineering 150 4
Data structures, Computer Science Engineering 110 4
Data base systems, Computer Science Engineering 165 or Mathematics 160 3-4
Mathematics, two courses from Mathematics 128A, 128B, 132A, 132B, 167, 168 6-8
Computer Science Engineering 122, or Computer Science Engineering 175 3
Total Units for the Major

(Computer Science option)

73-84

Major Adviser. J.M. Utts.

Students are encouraged to meet with an adviser to plan a program as early as possible. Sometime before or during the first quarter of the junior year students planning to major in Statistics should consult with a faculty adviser to plan the remainder of their undergraduate programs.


Minor Program Requirements:

The Division offers a minor program in Statistics that consists of a survey at the upper division level of the fundamentals of mathematical statistics and of the most widely used applied statistical methods.

UNITS
Statistics 19-20
Statistics 106, 108, and 130A-130B or 131A-131B 16
One course in Statistics having Statistics 130B or 131B as a prerequisite 3-4
Preparation: Statistics 13 or 32.

Graduate Study. The Graduate Group in Statistics offers study and research leading to the M.S. and Ph.D. degrees in Statistics. Detailed information concerning these degree programs, as well as information on admissions and on financial support, is available from the Division of Statistics.

Graduate Adviser. W.O. Johnson.

Statistical Consulting. The Division provides a consulting service for researchers on campus. For more information, call the Statistical Laboratory Office (916-752-6096).


Courses in Statistics (STA)

Upper Division Courses Graduate Courses Professional Courses

*Course not offered this academic year.

General Education (GE) credit: ArtHum = Arts and Humanities; SciEng = Science and Engineering; SocSci = Social Sciences; Div = Social-Cultural Diversity; Wrt = Writing Experience. Select this link to information on the General Education requirement.

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Lower Division Courses

10. Statistical Thinking (3) III. Utts

Lecture--3 hours. Prerequisite: two years of high school algebra. Statistics and probability in daily life. Examines principles of collecting, presenting and interpreting data in order to critically assess results reported in the media; emphasis is on understanding polls, unemployment rates, health studies, etc.; understanding probability, risk and odds. GE credit: SciEng or SocSci, Wrt.

*12. Introduction to Discrete Probability (3) I. The Staff

Lecture--3 hours. Prerequisite: two years of high school algebra. Random experiments; countable sample spaces; elementary probability axioms; counting formulas; conditional probability; independence; Bayes theorem; expectation; gambling problems; binomial, hypergeometric, Poisson, geometric, negative binomial and multinomial models; limiting distributions; Markov chains. Applications in the social, biological, and engineering sciences. Offered in alternate years. GE credit: SciEng.

13. Elementary Statistics (4) I, II, III. The Staff

Lecture--4 hours. Prerequisite: two years of high school algebra. Measures of central tendency and dispersion; binomial, normal, Student-t, and chi-square distributions; testing hypotheses; nonparametric statistics; regression and correlation theory. (Students who have had courses 130A or 131A may not receive credit for Statistics 13.) GE credit: SciEng.

*13AT. Self-Paced Modular Instruction in Elementary Statistics (4) I, II. Wiggins

Autotutorial--4 hours. Prerequisite: two years of high school algebra, no prior knowledge of computers assumed. Computer tutorial. Corresponds to course 13. Students working at computer solve randomly chosen problems until they qualify to take examinations. Computer-timed examinations present a fixed number of problems for solution. Exams may be repeated.

32. Basic Statistical Analysis Through Computers (3) II, III. The Staff

Lecture--3 hours. Prerequisite: Mathematics 16B or 21B; ability to program in a high-level computer language such as Pascal. Overview of probability modeling and statistical inference. Problem solution through mathematical analysis and computer simulation. Recommended as alternative to course 13 for students with some knowledge of calculus and computer programming. GE credit: SciEng.

90X. Seminar (1-2) I, II, III. The Staff (Chairperson in charge)

Seminar--1-2 hours. Prerequisite: high school algebra and consent of instructor. Examination of a special topic in a small group setting.

98. Directed Group Study (1-5) I, II, III. The Staff (Chairperson in charge)

Prerequisite: consent of instructor. (P/NP grading only.)

Upper Division Courses

100. Applied Statistics for Biological Sciences (4) I, II, III. The Staff

Lecture--4 hours. Prerequisite: Mathematics 16B or the equivalent. Introduction to probability computation and modeling, estimation, hypothesis testing, contingency, tables, ANOVA, regression, and to implementation of statistical methods using a computer package. Students who have taken course 13 may receive only 2 units credit. GE credit: SciEng.

102. Introduction to Probability Modeling and Statistical Inference (4) I, III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: two years of high school algebra, and upper division standing. Introductory probability and statistics at a rigorous yet precalculus level. Topics include: probability models--binomial, Poisson, geometric; normal and sampling distributions; graphics; exploratory data analysis; parametric and nonparametric estimation and testing; analysis of variance; regression; computing with Minitab package. Students who have taken course 13 or 32 may receive only 2 units of credit; students who have taken course 100 will receive no unit credit. GE credit: SciEng.

103. Applied Statistics for Business and Economics (4) I, II, III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 13, 32, or 102; and Mathematics 16A, 16B. Descriptive statistics; probability; random variables; expectation; binomial, normal, Poisson, other univariate distributions; joint distributions; sampling distributions, central limit theorem; properties of estimators; linear combinations of random variables; testing and estimation; Minitab computing package. GE credit: SciEng.

104. Applied Statistical Methods: Nonparametric Statistics (3) II. The Staff

Lecture--3 hours. Prerequisite: course 13, 32, or 102. Sign and Wilcoxon tests, Walsh averages. Two-sample procedures. Inferences concerning scale. Kruskal-Wallis test. Measures of association. Chi square and Kolmogorov-Smirnov tests. Offered in alternate years. GE credit: SciEng.

106. Applied Statistical Methods: Analysis of Variance (4) I, II. The Staff

Lecture--4 hours. Prerequisite: course 13, 32, or 102. One-way and two-way fixed effects analysis of variance models. Randomized complete and incomplete block design, Latin squares. Multiple comparisons procedures. One-way random effects model. GE credit: SciEng.

108. Applied Statistical Methods: Regression Analysis (4) I, II, III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 13, 32 or 102. Simple linear regression, variable selection techniques, stepwise regression, analysis of covariance, influence measures, computing packages. GE credit: SciEng.

120. Probability and Random Variables for Engineers (4) I, III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: Mathematics 21A, 21B, 21C, and 22A. Basic concepts of probability theory with applications to electrical engineering, discrete and continuous random variables, conditional probability, combinatorics, bivariate distributions, transformation of random variables, law of large numbers, central limit theorem, and approximations. No credit for students who have taken course 131A or Civil and Environmental Engineering 114. GE credit: SciEng.

130A. Mathematical Statistics: Brief Course (4) I. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: Mathematics16B. Basic probability, densities and distributions, mean, variance, covariance, Chebyshev's inequality, some special distributions, sampling distributions, central limit theorem and law of large numbers, point estimation, some methods of estimation, interval estimation, confidence intervals for certain quantities, computing sample sizes. Students who have taken course 131A will receive only 2 units of credit.

130B. Mathematical Statistics: Brief Course (4) II. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 130A. Transformed random variables, large sample properties of estimates. Basic ideas of hypotheses testing, likelihood ratio tests, goodness-of-fit tests. General linear model, least squares estimates, Gauss-Markov theorem. Analysis of variance, F-test. Regression and correlation, multiple regression. Selected Topics.

131A. Introduction to Probability Theory (4) I. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: Mathematics 21A, 21B, 21C, and 22A. Fundamental concepts of probability theory, discrete and continuous random variables, standard distributions, moments and moment-generating functions, laws of large numbers and the central limit theorem. Not open for credit to students who have taken Mathematics 131.

131B-131C. Introduction to Mathematical Statistics (4-4) II-III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 131A, or Mathematics 22A and 131. Sampling, methods of estimation, sampling distributions, confidence intervals, testing hypotheses, linear regression, analysis of variance, elements of large sample theory, and nonparametric inference.

133. Mathematical Statistics for Economists (4) I. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 103 and Mathematics 16B, or the equivalents; no credit will be given to students majoring in Statistics. Probability, basic properties; discrete and continuous random variables (binomial, normal, t, chi-square); expectation and variance of a random variable; bivariate random variables (bivariate normal); sampling distributions; central limit theorem; estimation, maximum likelihood priniciple; basics of hypotheses testing (one-sample).

135. Multivariate Data Analysis (4) III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 130B, and preferably course 131B. Multivariate normal distribution; Mahalanobis distance; sampling distributions of the mean vector and covariance matrix; Hotelling's T2; simultaneous inference; one-way MANOVA; discriminant analysis; principal components; canonical correlation; factor analysis. Intensive use of computer analyses and real data sets.

137. Applied Time Series Analysis (3) III. The Staff

Lecture--3 hours. Prerequisite: course 130B or 131B or the equivalent. Auto- and cross-correlation, spectral analysis, coherence, transfer relations, linear filters, seasonal adjustment, mean square regression, autoregressive moving average models, forecasting, Box-Jenkins methods, spectral analysis of variance, and signal detection and discrimination methods.

138. Analysis of Categorical Data (4) I. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 130B or 131B, or courses 106 and 108. Varieties of categorical data, cross-classifications, contingency tables, tests for independence. Multidimensional tables and log-linear models, maximum likelihood estimation; tests of goodness-of-fit. Logit models, linear logistic models. Analysis of incomplete tables. Packaged computer programs, analysis of real data. GE credit: SciEng.

140. Introduction to Biostatistics I (4) III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 130B or 131B or 133. Randomized studies, observational studies; logistic regression, Poisson regression, survival analyis, censoring, proportional hazards, exponential and Weibull models, log-linear models, statistical genetics. Not open for credit to students who have taken course 140B.

141. Statistical Computing (3) II. The Staff

Lecture--3 hours. Prerequisite: course 130A or 131A, and one of courses 13, 32, 100, 102, or the equivalent, and experience in computer programming; course 130B or 131B recommended. Use of computers in statistics. Numerical foundations of statistical procedures. Computation of probabilities and quantiles. Random numbers. Monte Carlo method and bootstrap. Methods for parametric statistical models. Graphical methods and exploratory data analysis.

*142. Reliability (3) III. The Staff

Lecture--3 hours. Prerequisite: course 130B or 131B or consent of instructor. Stochastic modeling and inference for reliability systems. Topics include: coherent systems, statistical failure models, notions of aging, maintenance policies and their optimization. Offered in alternate years.

144. Sampling Theory of Surveys (3) I. The Staff

Lecture--3 hours. Prerequisite: course 130B or 131B. Description and analysis of sample surveys with applications in the social and biological sciences. Stratified and cluster sampling. Ratio estimation. Problem of nonresponse. Offered in alternate years. GE credit: SciEng.

145. Bayesian Statistical Inference (3) II. The Staff

Lecture--3 hours. Prerequisite: courses 130A-130B or 131A-131B-131C or the equivalent. Subjective probability, Bayes Theorem, conjugate priors, non-informative priors, decision theory, estimation, testing, prediction, empirical Bayes methods, Bayesian
robustness, properties of Bayesian procedures, comparisons with classical procedures, approximation techniques, hierarchical Bayesian analysis, applications. Offered in alternate years.

190X. Seminar (1-2) I, II, III. The Staff (Chairperson in charge)

Seminar--1-2 hours. Prerequisite: one of courses 13, 32, 100, 102, or 103. In-depth examination of a special topic in a small group setting.

192. Internship in Statistics (1-12) I, II, III. The Staff (Chairperson in charge)

Internship--3-36 hours; term paper. Prerequisite: upper division standing and consent of instructor. Work experience in statistics. (P/NP grading only.)

194HA-194HB. Special Studies for Honors Students (4-4) I-II. The Staff (Chairperson in charge)

Independent study--12 hours. Prerequisite: senior qualifying for honors. Directed reading, research and writing, culminating in the completion of a senior honors thesis or project under direction of a faculty adviser. (Deferred grading only, pending completion of sequence.)

198. Directed Group Study (1-5) I, II, III. The Staff (Chairperson in charge)

Prerequisite: consent of instructor. (P/NP grading only.)

199. Special Study for Advanced Undergraduates (1-5) I, II, III. The Staff (Chairperson in charge)

Prerequisite: consent of instructor. (P/NP grading only.)

Graduate Courses

205. Statistical Methods for Research (3) III. The Staff

Lecture--3 hours. Prerequisite: course 106 or Agricultural Science and Management 150, or the equivalent. Topics in experimental design include: Latin squares, Youden squares, balanced and partially balanced incomplete block designs, factorial experiments, confounded designs, split-plot designs, lattice designs, fractional factorial designs, repeated measurements designs, optimal designs based on various criteria, analysis of covariance.

222. Biostatistics: Survival Analysis (4) III. The Staff

Lecture--3 hours; discussion/laboratory--1 hour. Prerequisite: course 131C or consent of instructor. Incomplete data; life tables; nonparametric methods; parametric models; accelerated failure time models; proportional hazards models; partial likelihood; advanced topics. Offered in alternate years.

*223. Biostatistics: Generalized Linear Models (4) II. The Staff

Lecture--3 hours; discussion/laboratory--1 hour. Prerequisite: course 131C or consent of instructor. Likelihood and linear regression; generalized linear model; Binomial regression; case-control studies; dose-response relations; Poisson regression; Gamma regression; quasi-likelihood models; estimating equations; multivariate GLMs. Offered in alternate years.

*224. Biostatistics: Clinical Trials and Advanced Topics (4) III. The Staff

Lecture--3 hours; discussion/laboratory--1 hour. Prerequisite: course 223 or consent of instructor. Clinical trials; sequential design; covariate adjustment; meta-analysis; applications of generalized linear models; longitudinal studies; random effects models; advanced Topics. Offered in alternate years.

228. Statistical Quality Control and Productivity Improvement (3) II. The Staff

Lecture--3 hours. Prerequisite: Management 210A, 210B or Statistics 106. Introduces concepts of quality and productivity improvement as applied to service and production industries and the public sector. Methods covered include statistical quality control techniques such as control charts and acceptance sampling, reliability and graphical tools. (Same course as Management 228.)

231A-231B-231C. Mathematical Statistics (4-4-4) I-II-III. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 131C and Mathematics 127A-127B or the equivalent. Distribution theory, decision theoretic methods, estimation and hypotheses testing, multivariate techniques, large sample theory.

232A-232B. Linear Model Theory (4-4) I-II. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: course 131C. Estimation and testing for the general linear hypothesis, components of variance, multiple comparisons.

*233. Design of Experiments (3) II. The Staff

Lecture--3 hours. Prerequisite: course 131C. Topics from balanced and partially balanced incomplete block designs, fractional factorials, and response surfaces. Offered in alternate years.

235A-235B-235C. Probability Theory (3-3-3) I, II, III. The Staff

Lecture--3 hours. Prerequisite: Mathematics 127C and courses 131A-131B or the equivalent. Measure theoretic foundations, abstract integration, modes of convergence, limit theorems, independence, laws of large numbers, characteristic functions, central limit theorem, conditional expectations; topics from discrete time, Markov and stationary processes, ergodic theory, Brownian motion, weak convergence, Wiener and Poisson processes. (Same course as Mathematics 235A-235B-235C.)

237A. Time Series Analysis: Foundations (3) I. The Staff

Lecture--3 hours. Prerequisite: course 131A or Mathematics 131 or the equivalent. Basic structure of stationary and non-stationary time series. Differentiation, integration, spectral representations, linear filtering, mean square estimation, the discrete Fourier transform, laws of large numbers, autoregressive moving average processes. Offered in alternate years.

237B. Time Series Analysis: Statistical Inference (3) II. The Staff

Lecture--3 hours. Prerequisite: courses 131B-131C and 237A. Multivariate normal processes, spectral estimation, tests of hypotheses, regression, discrimination filtering, spectral analysis of variance, ARIMA processes, state space models, and maximum likelihood estimation. Offered in alternate years.

*238. Theory of Multivariate Analysis (3) II. The Staff

Lecture--3 hours. Prerequisite: courses 135 and 231C. Random vectors and matrices, characteristic functions; multivariate normal; multiple and canonical correlation; Cochran's Theorem; multivariate GLM; growth curves; Wishart distribution; likelihood ratio and union-intersection tests; simultaneous inference; spatial linear models; projection pursuit; Bayesian multivariate methods; Stein and shrinkage estimators. Offered in alternate years.

*240A-*240B. Nonparametric Inference (3-3) II-III. The Staff

Lecture--3 hours. Prerequisite: course 231C; courses 235A-235B-235C recommended. Comprehensive two-quarter sequence on nonparametric statistical inference, including the most basic materials from: classical nonparametrics, robustness, nonparametric estimation of a distribution function from incomplete data, curve estimation, and theory of resampling methodology. Offered in alternate years.

241. Asymptotic Theory of Statistics (3) III. The Staff

Lecture--3 hours. Prerequisite: course 231C; courses 235A, 235B, 235C recommended. Topics in asymptotic theory of statistics chosen from: weak convergence, contiguity, empirical processes, Edgeworth expansion, and semiparametric inference. Offered in alternate years.

*250. Advanced Data Analysis (4) I. The Staff

Lecture--3 hours; discussion--1 hour. Prerequisite: courses 141, 232A and either course 230 or 231A. Resampling methods and one to three additional topics selected from nonparametric and semi-parametric methods, incomplete data analysis, diagnostics, nonstandard multivariate and time series analysis, applied Bayesian methods, sequential analysis and quality control, categorical data analysis. Offered in alternate years.

*251. Topics in Advanced Theory of Statistics (3) II. The Staff

Lecture--3 hours. Prerequisite: course 231C. Bayesian, regression, sequential and survival analysis; bootstrap and reliability theory; change-point problems; empirical and spatial processes; asymptotic inference under dependence; asymptotic theory in linear, parametric and semiparametric models. Offered in alternate years.

280. Orientation to Statistical Research (2) III. The Staff

Seminar--2 hours. Prerequisite: consent of instructor. Guided orientation to original statistical research papers, and oral presentations in class of such papers by students under the supervision of a faculty member. (S/U grading only.)

290. Seminar in Statistics (1-6) I, II, III. The Staff (Chairperson in charge)

Prerequisite: consent of instructor. Seminar on advanced topics in probability and statistics. (S/U grading only.)

292. Graduate Group in Statistics Seminar (2) I, II, III. The Staff

Seminar--2 hours. Prerequisite: graduate standing. Advanced study in various fields of statistics with emphasis in applied topics; presented by members of the Graduate Group in Statistics and other guest speakers. (S/U grading only.)

298. Group Study (1-5) I, II, III. The Staff (Chairperson in charge)

299. Individual Study (1-12) I, II, III. The Staff (Chairperson in charge)

Prerequisite: consent of instructor. (S/U grading only.)

299D. Dissertation Research (1-12) I, II, III. The Staff

Prerequisite: candidate for Ph.D. degree. Research in statistics under the supervision of major professor. (S/U grading only.)

Professional Course

390. Methods of Teaching Statistics (2) I. The Staff (Chairperson in charge)

Lecture/discussion--2 hours; workshop--1 hour. Prerequisite: graduate standing. Training in teaching methodology at the undergraduate level. Emphasis is on practical training exercises which are used to evaluate skills and improve these skills. Lecture exercises will be videotaped and critiqued. (S/U grading only.)

Professional Course

401. Methods in Statistical Consulting (3) I, III. The Staff

Lecture/discussion--3 hours; laboratory--1 hour. Prerequisite: graduate standing in Statistics. Introduction to consulting; in-class consulting as a group; individual or team consulting under supervision. May be repeated for credit. (S/U grading only.)


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UC Davis 1997-98 Online General Catalog. Posted August 1, 1997.
catalog-comment@ucdavis.edu
Keitha Hunter and Barbara Anderson, Editors

We welcome your comments.