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Affiliation:  University of Cambridge 
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 An Introduction to Randomized Algorithms for Matrix Computations
 Lowregularity 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 starsymmetric polynomials with classical behaviour
 Spectral theory of block operator matrices and applications in mathematical physics
 Splittingparticle 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 VlasovHMF model: mathematical and numerical analysis
 How mathematical, physical and physiological modelling can improve the resolution of Positron Emission Tomography?
 Lowrank optimization: from differential geometry to recommender systems
 Successes and prospects of geometric numerical integration
 On a welltempered 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 infinitedimensional compressed sensing
 Compressed sensing: Lecture 7
 Compressed sensing: Lecture 6
 Minimisation of sparse higherorder energies for largescale 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 mindriven coalescence process and its hydrodynamical limit
 Doublyperiodic monopoles, and triplyperiodic 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 selfsustained shock waves
 Soliton solutions of discrete and continuous (2+1)dimensional integrable systems: resonance, web structure and combinatorial algebraic geometry
 Noiseinduced 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)
 Blowup 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 CamassaHolm Equation
 Kinetic Models of Dilute Polymers: Analysis, Approximation and Computation
 Matrix models for betaensembles
 CentralUpwind Schemes and Applications
 Analysis and computation of Navier–Stokes equation in bounded domains
 Radial basis functions for solving partial differential equations
 Alpha subgrid 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 reactiondiffusion equations
 A SecondOrder Positivity Preserving CentralUpwind 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 twocomponent shallowwater equation
 Inverse scattering for the CamassaHolm hierarchy
 Regularity, complexity, and approximability of electronic wavefunctions
 Spectral theory of large finite directed graphs
 "Initialboundaryvalue 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 manyparticle systems
 Oriented and nonoriented director fields for liquid crystals
 Global existence versus blowup for the 2D SmoluchowskiPoisson model
 Cubature on Wiener space; high order methods for solving the PDEs of Finance
 TBA
 Fast diffusion, a theory between Analysis, Physics and Geometry
