PhD
- PhD Milestones
- PhD Course Requirements
- PhD Qualifying Exams & Dissertation
PhD students are required to obtain 64 units of coursework from the following courses. Full time graduate student must register for a minimum of 12 units per quarter. These 12 units can be made up of a combination of required coursework as described below, additional elective coursework if any, and special study courses. All student course programs, as well as any changes throughout the quarter, must be approved by a faculty advisor prior to registering for classes each quarter.
Consult the course catalog here to look up course descriptions.
Required (Core) Courses in the Department of Mathematics (24 units)
MATH 281 A, B,C (Mathematical Statistics I-II, 4 units each)
MATH 282 A, B (Linear Models, 4 units each)
MATH 284 (Survival Analysis, 4 units)
Required (Core) Courses in Biostatistics (29 units) Each of:
FMPH 221: Biostatistical Methods I (4 units)
FMPH 222: Biostatistical Methods II (4 units)
FMPH 223: Analysis of Longitudinal Data (4 units)
FMPH 241: Biostatistics Rotation (2 quarters, 3 units each)
FMPH 290: Biostatistics Seminar/Journal Club (3 quarters, 1 unit each)
Two among the following courses:
FMPH 224: Clinical Trials and Experimental Design (4 units)
FMPH 225: Advanced Topics in Biostatistical Inference (4 units)
FMPH226: Statistical Methods for Observational Studies (4 units)
FMPH 227: Advanced Multivariate Methods (4 units)
We note that all of the Biostatistics core courses except FMPH 290 carry a data analysis component. Students will be exposed to projects involving advanced data analyses to address complex life sciences problems. All courses except FMPH 290 are letter grade only.
Required Life Sciences (8 units)
Two courses at the upper division or the graduate level in Biomedical Sciences, Neurosciences, Epidemiology, Public Health, Biology, Systems Biology, Bioengineering, or Medicine, letter grade if possible. These courses are intended to provide the students with background in the life sciences and an introduction to complex life sciences problems that will constitute the area of application of their thesis and future research. The students are strongly encouraged to take further Life Sciences elective courses that are relevant to their research. Please consult the linked list of possible life science courses. The selection of all Life Sciences courses should be made in consultation with the thesis advisor.
Students are required to take at least 3 additional units of elective courses for letter grade from the following list.
Biostatistics Elective Courses
Random field theory and applications in image analysis
Advanced Statistical Computing
Bayesian methods
Statistical collaboration in health sciences
Statistical Methods Electives:
MATH 280 ABC (Probability Theory, 4 units)
MATH 287 B (Multivariate Analysis, 4 units)
MATH 287 D (Statistical learning, 4 units)
MATH 287A, C (Time Series Analysis, 4 units each)
MATH 202A (Applied Algebra I, 4 units)
MATH 240ABC (Real Analysis, 4 units)
MATH 271ABC (Numerical Optimization, 4 units)
MATH 285 (Stochastic Processes, 4 units)
Computer Science Electives:
CSE 202 (Algorithm Design and Analysis)
ECE 273 (Convex Optimization, 4 units)
CSE 250B: (Learning Algorithms, 4 units)
CSE 255: (Data mining and predictive analytics, 4 units)
CSE 260: (Parallel computation)
CSE 283 (Genomics, Proteomics, Systems Biology, 4 units)
The Biostatistics Rotations are a singular feature of this PhD program that takes advantage of the extensive involvement of the program faculty in collaborative and interdisciplinary work within the Life Sciences. Students will complete at least two and up to five quarter-length rotations before advancing to candidacy, each in the form of an interdisciplinary applied data analysis project. They may work in collaboration with any UCSD faculty researcher who conducts studies or experiments which generate data in the medical, biological, public health or pharmacologic sciences, and who will serve as a subject area mentor, under the primary mentorship of any Biostatistics or Statistics member of the interdepartmental program. Each practicum will last a minimum of 10 weeks and will involve the analysis of original data. The student will prepare or substantially contribute to a project report, which will be reviewed and signed off on by the mentor. The rotation may be conducted as part of employment as a Graduate Student Researcher or as part of the dissertation research. A report based on an internship of at least 10 weeks duration at a facility, government health office, institute or company outside of UCSD focusing on biological or medical research can also be used to satisfy this requirement.
Spring 2024
Student |
Faculty | Rotation Title |
Jasmin Duehring | Steve Edland | Graded Response Models to improve the sensitivity of Alzheimer’s disease neuropathology measures. |
Natalie Quach | Karen Messer |
Post-Matching Regression |
Wenjing Meng | Florin Vaida | Pediatric Mild Traumatic Brain Injuries Associated with Sport Activities. |
Winter 2024
Student |
Faculty | Rotation Title |
Margaret Elliot | Sonia Jain | Applications of Bayesian Nonparametric Methods to the IMPACT N-of-1 Trial |
Natalie Quach | Sonia Jain | A Micro-randomized Trial for Obstructive Sleep Apnea |
Wenjing Meng | Florin Vaida | Predictive Modeling for Mild Traumatic Brain Injury Among Children in ABCD Study |
Jiyue Qin | Ronghui Xu | Statistical Methods of Semi-Competing Risks Data with Left Truncation |
Fall 2023
Student |
Faculty | Rotation Title |
Jiyue Qin | Armin Schwartzman | Inverse set estimation methods with application in fMRI data |
Margaret Elliot | Sonia Jain | An N-of-1 Clinical Trial of Methylphenidate for the Treatment of Post-Traumatic Stress Disorder with Associated Neurocognitive Complaints (IMPACT) |
Spring 2023
Student |
Faculty | Rotation Title |
Howon Ryu | Jingjing Zou | Accelerometer-measured physical activity data analysis and deep learning approaches |
Yuchen Qi | Karen Messer | Variance and Bias Reduction in Causal Inference |
Jasmine |
Ronghui (Lily) Xu | Associations between Antihypertensive use and Alzheimer’s Disease |
Winter 2023
Student |
Faculty | Rotation Title |
Yuchen Qi | Armin Schwartzman | Peak inference: comparison between lattice and smoothed data |
Jasmine Morales | Loki Natarajan | Associations between Diuretics use and Alzheimer's Disease |
Man Luo | Karen Messer | Comparison of Matching and Weighting in Longitudinal Monotone Dropout |
Fall 2022
Student |
Faculty | Rotation Title |
Yuchen Qi | Lily Xu | Subgroup Analysis for Beneficial Treatment Effects |
Howon Ryu | Armin Schwartzman | Inference on Raw Effect Size and Confidence Set on Image Data |
Man Luo | Armin Schwartzman | Comparison of FVE estimation using GWASH vs. Adjusted R squared |
Spring 2022
Student |
Faculty | Rotation Title |
Xinran Wang | Sonia Jain | Mediation Analysis for the ABCD Study Data |
Yuwei Cheng | Wes Thompson | A snSMART Comparative Effectiveness Trial Design for Multisystem Inflammatory Syndrome in Children (MIS-C) |
Winter 2022
Student | Faculty | Rotation Title |
Xinran Wang | Wes Thompson | Mediation Analysis for the ABCD Study Data |
Lucy Shao | Wes Thompson | COVID-19 Geocoded Information and People's Emotional Levels |
Christian Pascual | Loki Natarajan | Functional Data Analysis of Sedentary Bout Behavior in an Inactive Sample |
Yuwei Cheng | Sonia Jain | A snSMART Trial for Multisystem Inflammatory Syndrome in Children (MIS-C) |
Fall 2021
Student |
Faculty | Rotation Title |
Christian Pascual | Sonia Jain | Modeling Individual Goal Achievement Behavior Using Bayesian Networks |
Lucy Shao | Wes Thompson | Covid-19 Survey Data Analysis by Generalized Propensity Score |
Spring 2021
Student |
Faculty | Rotation Title |
Jiyu Luo | Lily Xu | Improving Efficiency of Time Averaged Treatment Effect in Survival Analysis |
Junting Ren | Karen Messer & Xinlian Zhang | Using Negative Control Outcome and Exposure to Adjust for Unmeasured Confounding |
Winter 2021
Student | Faculty | Rotation Title |
Junting Ren |
Armin Schwartzman & Rany Salem |
Association Between Phenotype Correlations and Disease Status Using UK Biobank Data |
Morris Wu | Xin Tu | Investigation of Tree-structured Methods to Improve Inference Validity for Linear Models |
Michael Cheung | Florin Vaida | Seemingly Unrelated Regression Equations for Longitudinal Clinical Trials |
Chenyu Liu | Loki Natarajan | Multiple Imputation for Longitudinal Data with Missing Continuous Outcome |