Scholarship

Functional data analysis with informative missingness (UK Only)

University of Leeds Original Source

About This Opportunity

This PhD research project focuses on developing functional principal component analysis (FPCA) and multivariate FPCA (MFPCA) frameworks for functional data with informative missingness. The increasing availability of extensive datasets with variables measured over a continuum has opened new frontiers in research across disciplines. These datasets, known as functional data, are prevalent in fields ranging from environmental monitoring and education to biomedical sciences and engineering. However, analysing such data remains challenging due to their high dimensionality, multivariate structure, and critically, the presence of missingness that is not completely at random. This project aims to fill the gap by developing advanced statistical methods to handle informative missingness in functional data analysis. Real-world datasets often suffer from different types of informative missingness, and applying FPCA or MFPCA without accounting for these issues can lead to biased results, misrepresenting relationships among variables and undermining downstream analyses such as prediction, classification, and decision-making. The application will be within biomedical studies, such as Alzheimer's disease and scleroderma. The position offers a highly competitive EPSRC Doctoral Landscape Award providing full academic fees, together with a tax-free maintenance grant at the standard UKRI rate (£20,780 in academic session 2025/26) for 3.5 years. Training and support will also be provided, and candidates will be automatically considered for a School of Mathematics Scholarship.

42 - 43 mo
2 awards

Who Can Apply

Region
United Kingdom
Citizenship
United Kingdom
Residency
United Kingdom
Project in
United Kingdom
Applicants
individual
Organizations
academic

Application Details

Stages

  1. 1 single_stage

Required documents

transcripts cv cover_letter

Review process

Applications will be considered after the closing date. Selection is based on academic merit. Candidates are placed into EPSRC Doctoral Landscape Award and School of Mathematics Scholarship competitions.

Additional benefits

  • training

Restrictions

  • geographic_restrictions