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We have 20 Pure Mathematics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
Pure Mathematics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
We have 20 Pure Mathematics PhD Projects, Programmes & Scholarships PhD Projects, Programmes & Scholarships
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PhD in Development of an Advanced Microstructural Model for Strip Steel Phase Transformation Behaviour using Sensor Signal Feedback
Can we characterise a steels microstructure, in real-time during industrial processing non-destructively (i.e. without the need to section and use microscopy) and use this information within microstructural development models? This will be the objective for the successful PhD candidate. Read more
Mathematics PhD studentship on random graphs with clustering
Random graphs are ubiquitous objects in probability and combinatorics and are widely used by mathematicians to understand properties of complex networks in the everyday world. Read more
Nonlinear systems of PDE and vectorial Calculus of Variations in L∞ (L-infinity)
The calculus of variations is, roughly speaking, the mathematical theory of how to minimise or maximise magnitudes. Variational problems from science typically require minimisation of an average magnitude over a space-time region depending on unknown quantities. Read more
Research opportunities in Mathematics
The Department of Mathematics at York offers a thriving research environment in which to study for a PhD or MPhil. We combine world-class mathematical and interdisciplinary research with high-quality teaching. Read more
Aspects of Choiceless Set Theory
Research Group:
School of Mathematics
The Axiom of Choice is one of the most fundamental axioms in modern mathematics, and it is used in almost every field of pure mathematics. Read more
PhD Projects in Mathematics
The Department of Mathematics at King’s College London invites applications for PhD students to start in October 2023. There are a number of fully funded studentships available for excellent candidates. Read more
Generative models with diffusions
One of the power engines behind synthetic data generation in AI is diffusion models, aka, stochastic differential equations. A success story that draws a lot of public attention recently is the generation of high-resolution images from text prompts, e.g. Read more
Rational points on varieties
The University of Bath is inviting applications for the following PhD project under the supervision of. Dr Daniel Loughran. in the. Read more
Modular representations of tame blocks
Representations of finite groups over a field k of characteristic p are usually completely wild. While one may write a kG-module as a direct sum of indecomposable modules, Maschke's theorem no longer holds, and there are in general infinitely many indecomposable modules. Read more
Groups definable in tame expansions of o-minimal structures
Research Group:
School of Mathematics
This project lies at the nexus of model theory (mathematical logic), group theory and combinatorics. Read more
Explicitly constructing subgroups of exceptional algebraic groups
There is now a complete classification of the Lie primitive (i.e., not contained in a positive-dimensional subgroup) subgroups of the exceptional algebraic groups of types G. Read more
Unify Mirror Construction and Mirror Theorem
Mirror Symmetry is a deep duality coming from physics. It intertwines algebraic geometry with symplectic geometry. On the so-called A-side of the mirror there is a symplectic manifold and on the so-called B-side of the mirror there is a family of complex algebraic varieties. Read more
Extremal graph theory
Extremal graph theory is one of the most active and dynamic branches of combinatorics. The fundamental goal of the area is to understand what conditions force a graph to contain some substructure. Read more
Mathematical Modeling Ph.D.
Mathematical modeling is the process of developing mathematical descriptions, or models, of real-world systems. Read more
PhD in Numerical Analysis of PDEs
One PhD project are available to work on the numerical analysis of nonlinear multiphysics problems, focusing on novel discretisations (hybrid, virtual, mixed). Read more
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