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Analysis
DESCRIPTION
Much of the research in analysis conducted here at King's is related to differential equations and operator theory. It ranges from computational spectral analysis to microlocal analysis and associated problems of geometry, and from abstract theory of operators on a Hilbert space to applications of complex analysis, functional analysis and geometry to nonlinear partial differential equations.
Associated research programmes
Mathematics Research MPhil/PhD (Applied Mathematics, Pure Mathematics), option of joint PhD with HKU
Associated staff research interests
Interests:
Analysis in a broad sense (with emphasis on Partial Differential Equations and Dynamical Systems) and Fluid Mechanics.
Email:
Website:
Interests:
Spectral theory of PDEs; Schrodinger operators; scattering theory.
Tel:
020 7848 1167
Fax:
020 7848 2017
Email:
Website:
Interests:
Analysis: Partial differential and integral equations, microlocal analysis, global analysis, complex variables, spectral theory, functional analysis. Applications: Fluid dynamics, elasticity theory.
Tel:
020 7848 1379
Fax:
020 7848 2017
Email:
Website:
Interests:
Geometric index theory of elliptic operators; applications to quantum field theory.
Tel:
020 7848 2778
Email:
Website:
Interests:
My mathematical interests lie between spectral theory and geometry. I have studied spectral and other properties of differential operators on manifolds in connection with geometric properties of the manifolds. Some of my recent work is connected with convex analysis, the abstract theory of operators on a Hilbert space and their applications to problems of spectral theory.
Tel:
020 7848 2215
Fax:
02088482017
Email:
Website:
CONTACTS FOR FURTHER INFORMATION
Postgraduate Administrator, 020 7848 2217.
Email
Website