Juan Davila
Public professional email: jddb22@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
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Not stated in the reviewed roster; consult the official profile.
Public professional email: jddb22@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
Student availability: Not confirmed
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generally, applied dynamical systems and mathematical modellingMore specifically including: mathematical biologybifurcation theory, dynamics with symmetry, pattern formationfluid mechanicsnetwork aspects of…
Research topics: generally, applied dynamical systems and mathematical modellingMore specifically including: mathematical biologybifurcation theory, dynamics with symmetry, pattern formationfluid mechanicsnetwork aspects of socio-economic systems, especially.
Student availability: Not confirmed
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Not stated in the reviewed roster; consult the official profile.
Research topics: Not stated in the reviewed roster; consult the official profile..
Student availability: Not confirmed
No public student record listed for this review window.
Please use my actual web page https://people.bath.ac.uk/sd901/ instead. Numerical analysis, linear and multilinear algebra, matrix and tensor analysis, fast algorithms, tensor product formats,
Research topics: Please use my actual web page https://people.bath.ac.uk/sd901/ instead. Numerical analysis, linear and multilinear algebra, matrix and tensor analysis, fast algorithms, tensor product formats,.
Student availability: Not confirmed
No public student record listed for this review window.
Not stated in the reviewed roster; consult the official profile.
Public professional email: m.ehrhardt@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
Student availability: Not confirmed
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See https://www.veroniquefischer.com/. Harmonic analyst working at the interface of harmonic analysis, microlocal and semiclassical analysis, and spectral geometry. My research develops pseudodifferential and
Research topics: See https://www.veroniquefischer.com/. Harmonic analyst working at the interface of harmonic analysis, microlocal and semiclassical analysis, and spectral geometry. My research develops pseudodifferential and.
Student availability: Not confirmed
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Not stated in the reviewed roster; consult the official profile.
Public professional email: jmf68@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
Student availability: Not confirmed
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Eric’s research develops accurate models and efficient simulations for multiphase systems in continuum mechanics. Applications span from optimising manufacture times in small-scale industrial
Research topics: Eric’s research develops accurate models and efficient simulations for multiphase systems in continuum mechanics. Applications span from optimising manufacture times in small-scale industrial.
Student availability: Not confirmed
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My research is at the interface of algebra, geometry and theoretical physics, in what is often now described as non-commutative algebraic geometry. A
Research topics: My research is at the interface of algebra, geometry and theoretical physics, in what is often now described as non-commutative algebraic geometry. A.
Student availability: Not confirmed
No public student record listed for this review window.
Mathematics and Data Science
Public professional email: ymk30@bath.ac.uk
Research topics: Mathematics and Data Science.
Student availability: Not confirmed
No public student record listed for this review window.
Not stated in the reviewed roster; consult the official profile.
Public professional email: dtl32@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
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The main goal of my research is to develop rigorous mathematical methods to understand and describe the dynamical (temporal) behaviour of solutions of
Research topics: The main goal of my research is to develop rigorous mathematical methods to understand and describe the dynamical (temporal) behaviour of solutions of.
Student availability: Not confirmed
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I am a mathematical analyst with interests in partial differential equations, the calculus of variations, and geometric analysis. For more details see my
Research topics: I am a mathematical analyst with interests in partial differential equations, the calculus of variations, and geometric analysis. For more details see my.
Student availability: Not confirmed
No public student record listed for this review window.
With ever increasing computational power it has become possible to solve physical problems of an unprecedented complexity. I am interested in numerical techniques
Research topics: With ever increasing computational power it has become possible to solve physical problems of an unprecedented complexity. I am interested in numerical techniques.
Student availability: Not confirmed
No public student record listed for this review window.
Not stated in the reviewed roster; consult the official profile.
Research topics: Not stated in the reviewed roster; consult the official profile..
Student availability: Not confirmed
No public student record listed for this review window.
I work in the area of Nonlinear Analysis and Partial Differential Equations (PDEs). Some of the topics I am interested in are Singularity
Research topics: I work in the area of Nonlinear Analysis and Partial Differential Equations (PDEs). Some of the topics I am interested in are Singularity.
Student availability: Not confirmed
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My main research interest is Riemannian manifolds with special holonomy. A manifold of dimension n is a space that can be described locally
Research topics: My main research interest is Riemannian manifolds with special holonomy. A manifold of dimension n is a space that can be described locally.
Student availability: Not confirmed
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I'm a Mathematical Analyst. Most of my research is related to Linear Quadratic optimal control and/or to Model Reduction. Find out more by
Research topics: I'm a Mathematical Analyst. Most of my research is related to Linear Quadratic optimal control and/or to Model Reduction. Find out more by.
Student availability: Not confirmed
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Not stated in the reviewed roster; consult the official profile.
Public professional email: mp312@bath.ac.uk
Research topics: Not stated in the reviewed roster; consult the official profile..
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Mathematics/Director of Bath Institute for Mathematical Innovation
Public professional email: tmp38@bath.ac.uk
Research topics: Mathematics/Director of Bath Institute for Mathematical Innovation.
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I am interested in understanding and predicting the behaviour of complex random events and processes, in particular when there are network or spatial
Research topics: I am interested in understanding and predicting the behaviour of complex random events and processes, in particular when there are network or spatial.
Student availability: Not confirmed
No public student record listed for this review window.
I do research in algebraic geometry and some related areas of pure mathematics. Most of my research is concerned with the geometry of
Research topics: I do research in algebraic geometry and some related areas of pure mathematics. Most of my research is concerned with the geometry of.
Student availability: Not confirmed
No public student record listed for this review window.
My research interests are in Analysis, Partial differential equations, and Applied mathematics (e.g. Modelling of biological systems and Numerics). For the latter an
Research topics: My research interests are in Analysis, Partial differential equations, and Applied mathematics (e.g. Modelling of biological systems and Numerics). For the latter an.
Student availability: Not confirmed
No public student record listed for this review window.
I work in the Numerical Analysis and Data Science group in the Department of Mathematical Sciences at the University of Bath. I am
Research topics: I work in the Numerical Analysis and Data Science group in the Department of Mathematical Sciences at the University of Bath. I am.
Student availability: Not confirmed
No public student record listed for this review window.
I work in the area of applied analysis, studying variational problems and partial differential equations that arise in continuum mechanics, in particular in
Research topics: I work in the area of applied analysis, studying variational problems and partial differential equations that arise in continuum mechanics, in particular in.
Student availability: Not confirmed
No public student record listed for this review window.