Department of Mathematical Sciences

Projects 2000 2024

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spatial distribution
modeling
sampling
survey method
wildlife
Systems Biology
Neural Crest
Noise
Stem Cells
Zebrafish
Systems Biology
Neural Crest
Noise
Stem Cells
Zebrafish

Global Mobility Scheme - Defects in Liquid Crystals

Majumdar, A.

1/03/1431/10/15

Project: Research-related funding

Composite materials
Testing
Defects
Laminates
Industry
T shape
molecules
complex systems
valleys
atoms
Triangulation
Sandpiles
Point Process
Vertex of a graph
Sandpile Model

KTP with Seiche Measurements Limited (2)

Blondel, P., Budd, C. & Evans, A.

Innovate UK

1/09/1331/08/16

Project: Central government, health and local authorities

FAPESP Bath Scheme

Milewski, P.

1/09/1331/12/14

Project: Research-related funding

condensation
condensing
complex systems
infinity
gelation

MIDAS

Zimmer, J. & Ansini, N.

European Commission

1/08/1331/01/15

Project: EU Commission

expertise
applicant
physics
biology
chemistry
climate modeling
weather
software
climate prediction
shallow-water equation
Coincidence
Cone
Geometry
Mathematicians
Algebra
Brownian movement
DNA
Internet
Sorting
Molecules

Point Defects in Liquid Crystals: Structure, Stability and Symmetry

Majumdar, A.

The Royal Society

20/02/131/02/15

Project: Research council

Computational methods
Textbooks
Blood pressure
Normal distribution
Computer hardware
Nonlinear Waves
Nonlinear Integro-differential Equations
Internal Waves
Fully Nonlinear
Climate Change
biology
partial differential equations
conservation laws
interactions
sociology
mathematics
climate
climate prediction
Earth science
climate modeling
mathematics
liquid crystals
defects
optical properties
geometry

General Linear Methods

Hill, A.

London Mathematical Society

11/06/129/07/12

Project: UK charity

Experimental Study of Rotating and Liberating Fluids

Patterson, M. & Dawes, J.

The Royal Society

1/04/1231/03/13

Project: Research council

fragmentation
Biomarkers
Research
Type 2 Diabetes Mellitus
Therapeutics
Clinical Trials
Geometric Analysis
Higher Order
Partial differential equation
Physics
Geometer
Schur Algebras
Quantized Enveloping Algebra
Lie Algebra
Crystal Bases
Projective Representation

KTA - Adaptive Methods for Meterological Data Assimilation

Budd, C.

The Met Office

1/01/1230/06/12

Project: Central government, health and local authorities

HESTEM Adopters Scheme

White, J.

1/11/1131/12/12

Project: Central government, health and local authorities

funding
university
student
study group
broadcast
biological invasion
modeling
disturbance
ecology
population dynamics
climate modeling
weather
climate prediction
cost
communication

Developments for mathematics accessibility for disabled students in HE

White, J. & Cliffe, E.

1/09/1131/08/12

Project: Central government, health and local authorities

discontinuity
mathematics
complex systems
weather
brain