Real Algebra
Research Groups
- Actuarial and Financial Mathematics
- Applied Algebra and Information Theory
- Bayesian Statistics
- Computational Mathematics and High-Performance Computing
- Enumerative Combinatorics
- Fluid Dynamics
- Functional Analysis
- Mathematics Education
- Matrix Analysis
- Number Theory
- Potential Theory
- Probability
- Quantum Information and Computation
- Real Algebra
- Relativity and Mathematical Physics
- Statistical Genetics and Bioinformatics
- Statistical Modelling
Real Algebra
Our research in Real Algebra includes connected areas, such as quadratic and hermitian forms, algebras with involutions, model theoretic methods, and o-minimality. A major part of our current research focusses on developing noncommutative real algebra and geometry.
People
Dr Vincent Astier
Research Interests: Quadratic and Hermitian Forms, Algebras with Involution. Real Algebra and Geometry. Model Theory
Assoc Prof Thomas Unger
Research Interests: Quadratic and Hermitian Forms, Algebras with Involution, Real Algebra and Geometry, and Applications of Algebra (e.g. Space-Time coding