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Affiliation: | University of Cambridge |
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Last login: | Thu Oct 06 11:09:54 +0000 2022 |
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- An Introduction to Randomized Algorithms for Matrix Computations
- Low-regularity Fourier integrators for the nonlinear Schrödinger equation
- Dispersive Quantization of Linear and Nonlinear Waves
- Stabilizing unstable flows by coarse mesh observables and actuators - a pavement to data assimilation
- Minimal Discrete Energy and Maximal Polarization
- On star-symmetric polynomials with classical behaviour
- Spectral theory of block operator matrices and applications in mathematical physics
- Splitting-particle methods for structured population models
- Multicentric calculus: polynomial as a new variable
- Hagedorn wavepackets in phase space
- Computing with Fourier series approximations on general domains
- Scattering and Landau damping for the Vlasov-HMF model: mathematical and numerical analysis
- How mathematical, physical and physiological modelling can improve the resolution of Positron Emission Tomography?
- Low-rank optimization: from differential geometry to recommender systems
- Successes and prospects of geometric numerical integration
- On a well-tempered diffusion
- Recent Progress in Matrix Functions
- Nonadditive entropies and thermodynamics - Black holes and other applications
- On an optimal biharmonic solver
- Direct simulations of bacterial suspensions
- Eigenvalues, multiplicities and graphs
- Inverse problems for wave propagation in heterogeneous media
- Microscopic derivation of the Ginzburg–Landau functional
- Asymptotic behaviors and special solutions of the Euler system
- Rate of convergence for random homogenization of fully nonlinear equations
- Compressed sensing: Lecture 8
- Generalized sampling and infinite-dimensional compressed sensing
- Compressed sensing: Lecture 7
- Compressed sensing: Lecture 6
- Minimisation of sparse higher-order energies for large-scale problems in imaging
- Compressed sensing: Lecture 5
- Compressed sensing: Lecture 4
- The Dantzig selector for high dimensional statistical problems
- Compressed sensing: Lecture 3
- Compressed sensing: Lecture 2
- Compressed Sensing in RF
- Compressed sensing: Lecture 1
- Vortices, rogue waves and polynomials
- Some applications of the method of Fokas to linear and nonlinear problems
- Basis sets in Banach spaces
- TBA
- A variational approach for modelling and simulating electrical circuits
- Particle systems and the hydro limit of the Ginzburg–Landau model
- Optimal control of variational inequalities arising in flow of viscoplastic materials
- A nonlinear discretization theory with applications to meshfree methods
- A stochastic min-driven coalescence process and its hydrodynamical limit
- Doubly-periodic monopoles, and triply-periodic generalized skyrmions
- Optimal control of variational inequalities arising in flow of viscoplastic materials
- A pseudospectral method for surface Navier–Stokes equations
- Forced hyperbolic systems and self-sustained shock waves
- Soliton solutions of discrete and continuous (2+1)-dimensional integrable systems: resonance, web structure and combinatorial algebraic geometry
- Noise-induced phenomena in nonlinear systems and their control
- On the transonic limit of the Gross–Pitaevskii equation
- Multiple components configurations in continuous stellar dynamics
- Asymptotics of the spectral norms of some interesting matrix sequences
- The stability analysis of surface water waves
- Obstacle type problems : An overview and some recent results
- Obstacle type problems : An overview and some recent results
- Numerical solution of Riemann–Hilbert problems, Painlevé transcendentals, oscillatory integrals and oscillatory ODEs
- Analytical and computational methods for l_1 and total variation minimization (with applications in Image Inpainting and Compressed Sensing)
- Blow-up in multidimensional aggregation equations
- Accuracy enhancement and filtering of discontinuous Galerkin solutions: Theory, computation and applications
- Wavelets and Differential Operators: From Fractals to Marr's Primal Sketch
- Small Dispersion Limit of the Camassa-Holm Equation
- Kinetic Models of Dilute Polymers: Analysis, Approximation and Computation
- Matrix models for beta-ensembles
- Central-Upwind Schemes and Applications
- Analysis and computation of Navier–Stokes equation in bounded domains
- Radial basis functions for solving partial differential equations
- Alpha sub-grid scale models of turbulence and inviscid regularization
- Towards adaptive numerical integration of dynamical contact problems
- Kepler, Newton and Numerical Analysis
- Geometric numerical integration of differential equations
- Dynamic stability of wavetrains behind invasion in reaction-diffusion equations
- A Second-Order Positivity Preserving Central-Upwind Scheme for Chemotaxis and Haptotaxis Models
- Coupling kinetic and fluid equations: some ideas about the theory and the applications
- Mathematical modelling for medicine, sports, and the environment
- The motion of protein motors
- Singular solutions of a modified two-component shallow-water equation
- Inverse scattering for the Camassa-Holm hierarchy
- Regularity, complexity, and approximability of electronic wavefunctions
- Spectral theory of large finite directed graphs
- "Initial-boundary-value problems for nonlinear wave equations"
- Regularization of inverse problems: convergence analysis, new applications
- Automatic edge detection in the chebfun system
- Adaptive evolution and concentrations in parabolic PDEs
- Computational high frequency waves in heterogeneous media
- From conceptual to computational harmonic analysis and back
- Compressive sampling
- Entropies and equilibria for many-particle systems
- Oriented and nonoriented director fields for liquid crystals
- Global existence versus blow-up for the 2D Smoluchowski-Poisson model
- Cubature on Wiener space; high order methods for solving the PDEs of Finance
- TBA
- Fast diffusion, a theory between Analysis, Physics and Geometry
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