Talks elsewhere

[EMG] New equivariant methods in algebraic and differential geometry

• TBA

[EMG] New equivariant methods in algebraic and differential geometry

• The crepant transformation conjecture for nonabelian GIT quotients
• Hassett moduli stacks of twisted curves

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Life at fronts: Submesoscale dynamics and microbial ecology

[EMG] New equivariant methods in algebraic and differential geometry

• Equivariant toric geometry and Euler-Maclaurin formulae
• Geometric and topological aspects of optimization
• On the topology of aspherical projective manifolds and related questions
• Higher du Bois and higher rational singularities of hypersurfaces
• Singularities through the lens of characteristic classes

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Learning to navigate complex environments
• Waves and flows in embryonic development

[EMG] New equivariant methods in algebraic and differential geometry

• K-stability and moduli spaces of Fano varieties

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Interaction between fast tides and convection

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Internal Tides: Instabilities and Lagrangian Transport

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Jupiter Dynamics in the Laboratory
• Dynamics of two-layer, convective/stably stratified systems

[EMG] New equivariant methods in algebraic and differential geometry

• Motives of moduli stacks of torsion sheaves on stacky curves

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Wall modes in rotating convection: from experiments to numerical simulations
• Inertial wave super-attractors in three dimensions

[EMG] New equivariant methods in algebraic and differential geometry

• Minimal slopes and bubbling for complex Hessian equations

[EMG] New equivariant methods in algebraic and differential geometry

• TBA

[EMG] New equivariant methods in algebraic and differential geometry

• Computing Whitney Stratifications of Real Algebraic Varieties and Applications
• Cohen-Macaulay Property of Feynman Integrals

[EMG] New equivariant methods in algebraic and differential geometry

• Kähler geometry of holomorphic submersions
• Kähler geometry of holomorphic submersions

[EMG] New equivariant methods in algebraic and differential geometry

• Gravitating vortices and cosmic strings
• Positivity, ampleness, and PDE
• Numerical criteria for fully nonlinear PDE on compact projective manifolds

[EMG] New equivariant methods in algebraic and differential geometry

• 3d mirror symmetry for characteristic classes
• Counting partitions, dilogarithm identities, characteristic classes // General Math Audience Talk

[EMG] New equivariant methods in algebraic and differential geometry

• Galois Groups in Enumerative Geometry
• Critical Points of Discretre Periodic Operators
• A Murnaghan-Nakayama rule for quantum cohomology of the flag manifold

[EMG] New equivariant methods in algebraic and differential geometry

• The Einstein-Hilbert functional and K-stability
• Canonical representatives of complexified Kähler classes

[EMG] New equivariant methods in algebraic and differential geometry

• TBA

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• The edge Er well in L mode tokamak plasmas: experiments & gyrokinetic simulations
• Capturing marginality in reduced models of turbulent transport in tokamak plasmas

[ADI] Anti-diffusive dynamics: from sub-cellular to astrophysical scales

• Universality of satellites in the breakup of a stretched fluid bridge
• Spontaneous symmetry breaking and flow bifurcations induces by the interplay between direct and inverse cascades
• Characterization of warm cloud precipitation: emergent dynamics in a microphysical bin model.

[EMG] New equivariant methods in algebraic and differential geometry

• TBA (I hope not to fix the title now)

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Theory of branching cytoskeletal networks in confinement
• Closed polymer loops: simulated annealing of topology conserving planar crossing dynamics

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Delay-induced directional switches and mean switching time in swarming systems
• Controlling of complex networks: time and energy costs

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Chiral active liquid crystals
• Inevitably chaotic: Understanding the Simha-Ramaswamy instability

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Epithelial flow by controlled transformation of internal force-balance geometry
• Nematic organization of developing and regenerating Hydra
• Non-reciprocal pattern formation of conserved fields

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• The Shape of Cell Migration
• Can we tell marathon runners apart from couch potatoes?
• Leader and Follower in Collective Cancer Invasion
• Angiogenesis in the Eye: the Good and the Bad
• Tensile stress induced cytoskeletal remodeling
• Modeling Coevolution of Epidemics and Infodemics

[BLH] Black holes: bridges between number theory and holographic quantum information

• Holographic pseudoentanglement and cryptographic censorship

[BLH] Black holes: bridges between number theory and holographic quantum information

• Consistent truncations to D=2 dimensions and SO(9) gauged supergravity

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Random matrix theory and open quantum systems
• Collective behaviour of a family of power law models
• Anomalous transport at band edges
• Collective description of trapped fermions
• Random matrix theory and non-Hermitian systems

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• How Materials Learn Biologically-Inspired Function
• Machine learning concepts for designing "biological" function
• Machine learning glassy dynamics
• How glasses relax and go with the flow
• Learning from the bottom up

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• A multiscale model of complex endothelial cell dynamics in early angiogenesis
• Transitions in epigenetic landscapes in response to accumulation of DNA damage

[BLH] Black holes: bridges between number theory and holographic quantum information

• Exact black hole counting: From Siegel Modular forms to Wormholes

[BLH] Black holes: bridges between number theory and holographic quantum information

• Generating new gravitational solutions by matrix multiplication
• Wiener-Hopf factorisation, Toeplitz operators and the ergosphere of the Kerr black hole

[BLH] Black holes: bridges between number theory and holographic quantum information

• Modularity of BPS black holes
• Modular bootstrap for compact Calabi-Yau threefolds

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Viral assembly and genome packing
• Multivalent binding in cell targeting, recognition and immune activation
• Emergent interactions in aligning active matter

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Don't let the tortoise escape

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Phase transition in non-Markovian animal exploration model with preferential returns

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Topological techniques for quantifying biological pattern formation
• Agent-based and continuum models of pattern formation in zebrafish
• Forecasting elections using a compartmental model of infection
• Agent-based, vertex-based, and continuum modeling of cell behavior in biological patterns

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Modelling of Glioma
• Non-local models for cell-cell adhesion

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Brain-Inspired Metamaterials that Autonomously Learn
• Statistical Mechanics of Clogging, via Machine Learning
• The Coarsening of Very Wet Foams

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Stochastic resetting in classical, quantum and nonlinear dynamical systems

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• How do forces transmitted from a cell's environment affect DNA organization?

[BLH] Black holes: bridges between number theory and holographic quantum information

• Holographic black hole evolution

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• (Possible topics in active matter, immune-physics, growing colonies

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Optimal search by moving individuals sharing information
• New tools from Complex Networks to study Ocean dynamics
• Phases in active and passive Brownian particles determined by stochastic birth and death events

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Discrete and continuum modeling of biological network formation

[BLH] Black holes: bridges between number theory and holographic quantum information

• On intermediate Lie algebra E_{7+1/2}
• 2d CFTs, Borcherds products and hyperbolization of affine Lie algebras
• Hecke operators and 2d CFTs

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Contributions of Perception, Learning, and Memory to Animal Movement
• Measuring and Predicting Animal Space Use:  The Importance of Autocorrelated Movement

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Localised Patterns in reaction diffusion equations

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Coarse graining hot Brownian swimmers
• Why are sand deserts not flat?

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Modeling shape transformations in liquid crystal elastomers: a machine learning approach to inverse design
• Frank-Read sources in nematic liquid crystals: engineered mechanism for repeated defect nucleation

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Minimal-cell model for cellular shape dynamics and migration
• Cells migrating on linear tracks: migration modes and emergent oscillations at junctions
• Spin-based model for directional and abstract decision-making

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Modelling physical limits in cell migration
• Modelling cell reorientation under stretch
• Degenerate parabolic models for sand slides

[BLH] Black holes: bridges between number theory and holographic quantum information

• Large black hole entropy from the giant brane expansion
• The Schwarzian mass gap from N = 4 SYM
• Lessons from BPS black holes in AdS/CFT

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• From balls and springs to colonies and tissues: a theoretical physicist's perspective

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• Equation Learning from stochastic simulation data

[BLH] Black holes: bridges between number theory and holographic quantum information

• Machine Learned Calabi-Yau Metrics

[BLH] Black holes: bridges between number theory and holographic quantum information

• Island Formula as Wald-like Entropy with Backreaction
• Conformal Field Theory on TTbar-deformed Space and Correlators from Cutoff AdS

[BLH] Black holes: bridges between number theory and holographic quantum information

• Machine Learning Calabi-Yau Metrics

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Cyanobacterial circadian clocks: How do they work and what are they good for?
• Growth, size, and precision in organs and organisms

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• (Integrable) models of energy transport: stationary measure and large deviations.

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Reaction-diffusion models for Min oscillations: wave instability in a confined space
• data-driven hydrodynamic equations from dynamics of active particles

[BLH] Black holes: bridges between number theory and holographic quantum information

• Lessons from the quotient structure of spacetime
• Quasinormal modes of Flat Space Cosmologies via quotient generators
• A Selberg zeta function for warped AdS3 black holes
• Love symmetry in general dimensions: Lense-Thirring spacetimes

[MMV] Mathematics of movement: an interdisciplinary approach to mutual challenges in animal ecology and cell biology

• High-throughput collective animal behavior studies and their connections to robotics and Artificial Intelligence

[BLH] Black holes: bridges between number theory and holographic quantum information

• Cosmic imprints of quantum gravity via covariant sampling theory
• Holographic screen sequestration: coarsed grained entropy in the black hole interior and cosmology
• Quantum error correction, quantum reference frames, and gauge theories
• Happy to take requests

[BLH] Black holes: bridges between number theory and holographic quantum information

• de Sitter and trans-Planckian censorship conjectures in type IIB string theory
• Non Abelian T-dualities in gauged linear sigma models
• Non Abelian T-dualities in gauged linear sigma models

[SPL] New statistical physics in living matter: non equilibrium states under adaptive control

• Rational Design of Soft Materials with Programmable Properties: Insights from Cartilage Tissue and Circadian Colloids
• Structural origins of cartilage mechanics and fracture properties

[PMV] GeomPack: Geometry and packing in material structure and biology

• Dynamics of two-dimensional liquid bridges,

[PMV] GeomPack: Geometry and packing in material structure and biology

• Theory of Ordered Phases Self-Assembled from Block Copolymers

[PMV] GeomPack: Geometry and packing in material structure and biology

• Circle packing in arbitrary domains (and related problems)

[USM] Uncertainty quantification and stochastic modelling of materials

• Fractal and Hurst Effects in Stochastic Mechanics
• Violations of dissipation inequality in molecular fluids and granular media
• Tensor Random Fields in Mechanics

[MWS] Mathematical theory and applications of multiple wave scattering

• Causality Constraint as a Design Tool for Sound Absorption Metastructures
• Onsager Principle andHydrodynamics in the Nanoscale
• Conceptually-based design of ultra-broadband microwave metamaterial absorber
• Broadband Underwater Acoustic Metamaterial Absorber with Impedance-Matched Composite
• Causality and the Development of Tunable Acoustic Metamaterial Absorbers
• Underwater Acoustic Absorption by Using Impedance-Matched Composites

[MWS] Mathematical theory and applications of multiple wave scattering

• Orthogonal polynomials on the disk and circle and scattering for the 1D Schrödinger equation

[DDE] The mathematical and statistical foundation of future data-driven engineering

• Nonlinear balanced truncation: Scalable computation and manifold reduction
• Learning dynamics of nonlinear fluid models via structure-preserving operator inference

[DDE] The mathematical and statistical foundation of future data-driven engineering

• Observability of continuous-time nonlinear systems from dual perspective
• Observability of continuous-time nonlinear systems from dual perspective

[MWS] Mathematical theory and applications of multiple wave scattering

• Graded arrays for spatial frequency separation and amplification of water waves
• Water-wave scattering by multiple bodies and effects of periodic and almost periodic spacings
• Water-wave diffraction and dissipation by floating or submerged poro-elastic plates
• Identification of microstructural information from macroscopic boundary measurements in steady-state linear elasticity
• A multiscale approach to reaction-diffusion processes and elasticity in domains with microstructure

[MWS] Mathematical theory and applications of multiple wave scattering

• Rayleigh–Bloch waves and broadband amplification of wave energy on graded line arrays
• Mathematical challenges in marginal ice zone dynamics
• Modelling ice shelf vibrations and links to catastrophic disintegration events
• Wave propagation in the marginal ice zone: on the transition from consolidated to broken ice covers
• Rayleigh–Bloch waves above the lightline
• A thin-plate approximation for thick floating ice
• Wave propagation in the marginal ice zone: on the transition from consolidated to broken ice covers

[RNT] Rich and Nonlinear Tomography - a multidisciplinary approach

• Weighted Radon transforms of vector fields, with applications to magnetoacoustoelectric tomography
• Weighted Radon transforms of vector fields, with applications to magnetoacoustoelectric tomography

[DDE] The mathematical and statistical foundation of future data-driven engineering

• Deep learning-based reduced order models for the efficient solution of parametrized PDEs

[RNT] Rich and Nonlinear Tomography - a multidisciplinary approach

• Inverse Problems in Adaptive Optics
• Regularization by Frame decompositions
• Reconstruction Methods for Tera-Hertz Tomography

[MWS] Mathematical theory and applications of multiple wave scattering

• Fast iterative methods for two-dimensional wave scattering problems
• Exploring the potential of locally-resonant structure arrays
• Emergent wave and ice dynamics in the marginal ice zone

[MWS] Mathematical theory and applications of multiple wave scattering

• Numerical homogenization of nonlinear problems
• Offline-online strategy for multiscale problems with random defects
• Computational multiscale wave propagation

[RNT] Rich and Nonlinear Tomography - a multidisciplinary approach

• The horseshoe prior for edge-preserving Bayesian inversion
• Uncertainty quantification of inclusion boundaries

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Supersymmetric partition functions and isomonodromic tau functions
• Five-dimensional BPS spectra and quantum periods from q-Painleve' equations

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Semiclassical conformal blocks and Lamé accessory parameters: a probabilistic approach
• Modular transformation of isomonodromic tau-functions on the torus
• Lamé accessory parameters and the semiclassical limit of probabilistic conformal blocks

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• ODE/IM correspondence and WKB periods for higher order ODE

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• First-order differential equation for multi-level asymptotics at higher levels

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Exact WKB, supersymmetric field theory and topological string

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Refined BPS invariants from topological recursion

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Spectral theory of soliton gases for integrable systems
• On spectral theory of soliton and breather gases for integrable equations

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Stable undular bores (a computer assisted proof)
• Stokes waves are unstable (a new periodic Evans function approach)
• Stokes waves in constant vorticity flows: theory and numerics
• Stable undular bores (a computer-assisted proof)
• Stokes waves are unstable ( a new periodic Evans function approach)
• Stokes waves in constant vorticity flows: theory and numerics

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Dispersive Hydrodynamics: Theory and Applications

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• A global view on geomagnetic excursions and reversals

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Asymptotic analysis of matrix orthogonal polynomials
• Special function solutions of Painlevé differential equations

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Decaying MHD turbulence & dynamos

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Comparative asymptotics for discrete semiclassical orthogonal polynomials

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Quantum deformed Haldane-Shastry model at q=i

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• The Soliton versus the gas: interaction of a tracer soliton with a regular gas of solitons
• applications and analysis of Riemann-Hilbert problems and d-bar problems.
• Mad limits: introduction to asymptotic analysis
• orthogonal polynomial ensembles, random matrices, and random tilings

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Strong-coupling results in N=2 conformal theories: localization vs holography

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Non-equilibrium hydromagnetic dynamo

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Fluid dynamics in massive stars: waves, convective boundary mixing, and fun with Dedalus

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Modelling turbulent transport with non-equilibrium effect
• Large-scale vorticity generation by turbulent helicities
• Global field generation by helicities on the basis of analytical theory of inhomogeneous turbulence
• A closure formulation for inhomogeneous turbulence and helicity effects in geophysical and astrophysical flows

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Flow bifurcations in spherical hydrodynamic and magnetohydrodynamic geo- and astrophysical systems.

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Different Flavors of Asymptotics in Random Permutations

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Conservation Laws for Water Waves: From Euler to Asymptotic Models
• Conservation Laws for Water Waves: From Euler to Asymptotic Models
• Measuring Waves Using Pressure

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Turbulent magnetic helicity fluxes and dynamos in solar convective zone

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Hankel operators and soliton theory
• What the KdV does to embedded eigenvalues
• Continuous analog of the Darboux transformation in the KdV context
• How the KdV trades decay for smootheness
• Bounded positon as a new type of KdV solutions
• Hankel operators and the Cauchy problem for the Korteweg-de Vries equation

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Painlevé I and exact WKB: Stokes phenomenon for two-parameter transseries
• An introduction to resurgence

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Water waves in a basin
• Dispersive and regularised shock waves in viscoelastic vessels

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Thin film dynamics
• Coherent structures in pipe flow
• Nonlinear systems of two point boundary value problems.
• Analysis of a non-local model for the interfacial problem in a two fluid Couette flow

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Algebraic Dubrovin-Frobenius manifolds from Classical W algebras
• Conjugate Dubrovin-Frobenius manifolds and representations of finite groups

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Resurgence in O(N) sigma models
• Finite size effects for form factors
• CFT 3pt functions from integrability

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Kdv over the complex numbers: ill-posedness, norm-inflation and non-existence
• Controlling the blowup in supercritical KdV
• Intermediate Long Wave and Benjamin-Ono Systems
• Wave generated sediment transport and beach protection
• Dispersive blowup
• Applications of Nonlinear Wave Theory. (talk for a fairly general audience)
• Systems of Korteweg-de Vries type
• A two-dimensional model for bore propagation

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• The Dresden Precession Dynamo Experiment

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• KP solitons and algebraic curves

[HYD2] Dispersive hydrodynamics: mathematics, simulation and experiments, with applications in nonlinear waves

• Soliton equations and geometric flows
• Knotted vortex filaments and their stability properties
• Homoclinic orbits as rogue waves in nonlinear Schrödinger models
• Rogue Waves in Nonlinear Schrödinger Models
• Knotted solutions of the Vortex Filament Equation without self-crossings.

[DYT2] Frontiers in dynamo theory: from the Earth to the stars

• Probing red giants with Kepler

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Resurgence of the topological string at strong coupling

[ARA2] Applicable resurgent asymptotics: towards a universal theory

• Resurgence, Matrices and Strings, and Their Stokes Data

[GFD] Geophysical fluid dynamics; from mathematical theory to operational prediction

• Unique ergodicity, regularity, and mixing for the weakly-damped stochastic KdV equation
• On the issue of well-posedness at critical regularity for a family of active scalar equations arising in hydrodynamics
• Relaxation-based parameter estimation for the hydrodynamic equations

[GFD] Geophysical fluid dynamics; from mathematical theory to operational prediction

• Linear and Fractional response for nonlinear SPDEs
• Ergodic properties of a stochastic two-layer model of geophysical fluid dynamics.

[NCN2] New connections in number theory and physics

• Quasi-polynomial representations of double affine Hecke algebras
• Generalizing the FKG inequality
• Positivity of interpolation polynomials
• The Capelli identity for Lie superalgebras
• Generalized Whittaker functionals and automorphic forms
• The Capelli identity for quantum groups
• Random and mean Lyapunov exponents for GL(n,R)

[NCN2] New connections in number theory and physics

• representations of covering groups of GL_n over a p-adic field
• A binary operation on crystals
• Eisenstein series

[NCN2] New connections in number theory and physics

• Towards a New Shimura Correspondence
• Recent Progress on the Langlands Conjectures

[NCN2] New connections in number theory and physics

• Classification of RCFT with two primaries and c

[GFD] Geophysical fluid dynamics; from mathematical theory to operational prediction

• Improving the simulation of large scale tropical mode of variability in a GCM using a simple stochastic model convective parameterization
• A shallow-deep unified stochastic mass flux cumulus parameterization in the single column Community Climate Model
• A new stochastic model for shallow cumulus phase transition: open cells, closed cells and convection rolls
• Recent progress in modeling and simulation of organized convection and convectively coupled tropical waves
• Numerical methods for sea-ice dynamics
• Simple models for monsoon intra-seasonal oscillations and coastal convection mesoscale systems

[NCN2] New connections in number theory and physics

• Explorations in 2d CFT: classification and exceptional symmetries

[NCN2] New connections in number theory and physics

• Closed string scattering at genus one and iterated integrals
• The most complicated way of writing D=11 supergravity

[VSO2] Verified software

• Formal Reasoning about Probabilistic Programs

[GRA2] Groups, representations and applications: new perspectives

• Schur-Weyl duality for braid groups

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Finite presentation for the etale fundamental group

[GRA2] Groups, representations and applications: new perspectives

• Invariable generation of finite simple groups

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Generalized cohomology of stacks and virtual localization

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Finite approximations as a tool for studying triangulated categories
• Bounded t-structures on the category of perfect complexes
• Uniqueness of enhancements for geometric triangulated categories

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Monodrom of Gamma Motives

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Multiplicative properties of higher regulators via current transforms
• RO(C_2)-graded equivariant cohomology and classical Steenrod squares
• Current transforms and higher regulators
• Multiplicative properties of higher regulators via current transforms
• Current transforms and higher regulators
• RO(C_2)-graded equivariant cohomology and classical Steenrod squares

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Localization theorems for Artin stacks
• Virtual fundamental classes and categorification

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Stable homotopy groups of motivic spheres
• Endomorphisms of the projective plane and Suslin's conjecture

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Motives with modulus
• Universal tensor constructions, with applications to algebraic cycles

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Operations on algebraic K-theory
• Operations on algebraic K-theory

[GRA2] Groups, representations and applications: new perspectives

• Around Brauer's Height 0 Conjecture
• Around Complex Reflection Groups and Yokonuma algebras

[GRA2] Groups, representations and applications: new perspectives

• Synchronization
• The geometry of diagonal groups
• Groups defined on graphs

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Tessellations, Bloch groups, homology groups
• On the p-adic Beilinson conjecture for number fields
• Bounding the kernel of the tame symbol on curves
• K_4 of curves over number fields
• Multivariable functional equations of dilogarithms
• On K_2 of curves
• Valuations of p-adic L-functions and multiplicative Euler characteristics in etale cohomology
• The p-dic Beilinson conjecture and the Bloch-Kato conjecture
• The syntomic regulator for K_4 of curves
• A generalisation of the Leopoldt conjecture for totally real number fields, and numerical experiments

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Degenerations, fibrations and higher rank Landau--Ginzburg models
• Relative quantum cohomology under birational transformations

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Tautological algebra on moduli space of vector bundles on a curve
• Chow Lefschetz theorems on Algebraic varieties
• On tautological structures on Hilbert scheme of points on surfaces

[GRA2] Groups, representations and applications: new perspectives

• Character counting conjectures for pi-separable groups

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• K-theory and cycles

[KAH2] K-theory, algebraic cycles and motivic homotopy theory

• Vector bundles on hypersurfaces

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Convergence and Error Estimates for the Conservative Spectral Method for Fokker-Planck-Landau Equations
• Quasilinear Diffusion of magnetized fast electrons in a mean field of quasi-particle waves packets
• On Polyatomic gas mixtures models

[TUR] Mathematical aspects of turbulence: where do we stand?

• Exotic Patterns in Faraday Waves
• Turbulent-laminar patterns
• Two-by-two matrices and thermosolutal convection
• Numerical methods for bifurcation problems
• Heteroclinic cycles in hydrodynamics

[TUR] Mathematical aspects of turbulence: where do we stand?

• Particulate and droplet flows
• Instabilities in stratified flows

[TUR] Mathematical aspects of turbulence: where do we stand?

• Energy balance for 2D incompressible fluid flow

[TUR] Mathematical aspects of turbulence: where do we stand?

• Data-driven dimension reduction, dynamic modeling, and control of complex chaotic systems
• Structure and dynamics of turbulence in viscoelastic fluids
• Dynamics and distributions of blood cells during flow: impacts in health and disease
• Data-driven reduced-order modeling of flows with complex chaotic dynamics

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Stochastic particle methods for global optimization and applications to machine learning
• Implicit explicit time integration methods for multiscale hyperbolic PDEs

[TUR] Mathematical aspects of turbulence: where do we stand?

• The mathematics of taffy pullers
• Shape matters: A Brownian microswimmer interacting with walls

[TUR] Mathematical aspects of turbulence: where do we stand?

• A Calculus of Shapes for Free Boundary Problems:a Case Study in Vortex Dynamics
• Searching for Singularities in Navier-Stokes Flows Using Variational Optimization Methods
• Systematic Search For Singularities in 3D Navier-Stokes Flows

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Asymptotic analysis of the nonlocal FitzHugh-Nagumo kinetic equation
• On the stability of conservative discontinuous Galerkin/Hermite spectral methods for the Vlasov-Poisson system
• Convergence Analysis of Asymptotic Preserving Schemes for Strongly Magnetized plasmas
• Asymptotic analysis of the nonlocal FitzHugh-Nagumo kinetic equation
• On the stability of conservative discontinuous Galerkin/Hermite spectral methods for the Vlasov-Poisson system
• Convergence Analysis of Asymptotic Preserving Schemes for Strongly Magnetized plasmas

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Mean field theory in Inverse Problems: from Bayesian inference to overparameterization of networks
• Low rank structure in the forward and inverse kinetic theory

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Variational methods for gradient flow

[TUR] Mathematical aspects of turbulence: where do we stand?

• Many-body Chaos in Classical Systems
• Lagrangian Statistics of Active Turbulence
• Filaments in Turbulent Flows
• Thermalised Solutions and Weak Solutions: Euler and Burgers equation
• Lagrangian Irreversibility and Intermittency
• Droplets and Ice Crystals in Turbulent Flows

[TUR] Mathematical aspects of turbulence: where do we stand?

• Second law of thermodynamics and bounded entropy solutions in the compressible Navier-Stokes system
• Second law of thermodynamics and bounded entropy solutions in the compressible Navier-Stokes system

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• A cross-diffusion system obtained via (convex) relaxation in the JKO scheme
• Quantitative convergence rates for non-local PDE models arising in mathematical biology
• How to use Harris-type theorems to obtain quantitative hypocoercivity results?

[FKT] Frontiers in kinetic theory: connecting microscopic to macroscopic scales - KineCon 2022

• Optimal Transport for Learning Chaotic Dynamics via Invariant Measures
• The Interchange Between Lagrangian and Eulerian Perspectives for Solving Kinetic Inverse Problems
• Adjoint DSMC Method for Boltzmann Equation Constrained Optimization Problems
• Efficient Natural Gradient Descent Methods Applied to Inverse Problems

[FDE2] Fractional differential equations

• First-order differential equation for multi-level asymptotics at higher levels and recurrence relationship of singulants

[FDE2] Fractional differential equations

• Porous Medium Equations with nonlocal pressure
• Global Harnack principle for the evolution p-Laplacian equation

[DYT] Frontiers in dynamo theory: from the Earth to the stars

• Magnetostrophic simulations in an annular core

[GRA] Groups, representations and applications: new perspectives

• Synchronization
• Four precious jewels
• Permutation groups and regular semigroups
• The Hall-Paige conjecture and diagonal groups

[KAH] K-theory, algebraic cycles and motivic homotopy theory

• Homotopy Type Theory and Univalent Foundations, an introduction

[CAT] Complex analysis: techniques, applications and computations

• Christoffel-Darboux Analysis

[GCS] Geometry, compatibility and structure preservation in computational differential equations

• Shape analysis on Lie groups, with applications in computer animation
• Deep learning as optimal control problems: models and numerical methods.

[CAT] Complex analysis: techniques, applications and computations

• Topological Flow Data Analysis - Theory and Applications
• Topological Flow Data Analysis - Theory and Applications

[GCS] Geometry, compatibility and structure preservation in computational differential equations

• Lie group and homogeneous variational integrators and their applications to geometric optimal control theory
• Variational discretizations of gauge field theories using group-equivariant interpolation spaces
• Lie group and homogeneous variational integrators and their applications to geometric optimal control theory
• The Connections Between Discrete Geometric Mechanics, Information Geometry and Machine Learning.

[CAT] Complex analysis: techniques, applications and computations

• Riemann-Hilbert problems of the theory of automorphic and algebraic functions and conformal mappings
• Diffraction by wedges: higher order boundary conditions, integral transforms, vector Riemann-Hilbert problems, and Riemann surfaces.

[WHT] Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications

• Functional-integral equations and diffraction by a truncated wedge

[DNM] The mathematical design of new materials

• Minimizers of a Landau-de Gennes Energy with a Subquadratic Elastic Energy
• Minimizers of a Landau-de Gennes Energy with a Subquadratic Elastic Energy
• Orlicz Sobolev nematic elastomers

[DNM] The mathematical design of new materials

• Gibbs ensembles of partitions, from limit shapes, to hydrodynamic limits

[DNM] The mathematical design of new materials

• Equilibrium and dynamics of ring polymer
• Ring topology coupled to hydrodynamics

[DNM] The mathematical design of new materials

• Nematic structures for advanced optical performance: meta materials photonic crystals and cloaking devices
• Structures of passive and active neumatic defects

[DNM] The mathematical design of new materials

• Topological shapes of electric double layers

[ASC] Approximation, sampling and compression in data science

• A maximal function for singular integrals along homogenuous curves

[ASC] Approximation, sampling and compression in data science

• Machine learning meets super-resolution

[MES] The mathematics of energy systems

• On the computation of strategically equivalent zero sum game
• Recursive stochastic algorithm: A markov chain perspective

[SRQ] Scaling limits, rough paths, quantum field theory

• Long-range models below the upper critical dimensions workshop: High dimensional critical phenomena in random environments
• Long-range O(n) models below the upper critical dimension

[SRQ] Scaling limits, rough paths, quantum field theory

• Hamiltonian Evolution Equations Describing Irreversible Behaviour
• Quantum Dynamics of Systems Under Repeated Observation
• George Theory of States of Matter

[SRQ] Scaling limits, rough paths, quantum field theory

• Analysis of spin systems for self-interacting random walks and random matrices
• Critical exponents for lattice field theories at and below the critical dimension

[HHH] Homotopy harnessing higher structures

• Global equivariant homotopy theory
• The Real-global MU

[SRQ] Scaling limits, rough paths, quantum field theory

• Covariances in discrete gradient models with non-convex interactions

[HHH] Homotopy harnessing higher structures

• A BU-analogue of the Whitehead conjecture
• A branching rule for partition complexes

[HHH] Homotopy harnessing higher structures

• Graded Tambara functors
• Topological coHochschild homology

[HHH] Homotopy harnessing higher structures

• topology of positive scalar curvature
• news on L2-invariants

[SRQ] Scaling limits, rough paths, quantum field theory

• On the statistical behaviour of the Riemann zeta function

[SRQ] Scaling limits, rough paths, quantum field theory

• Edge Reinforced Wasl as a toy model of localization
• Randomness in Classical and Quantum dynamics

[SRQ] Scaling limits, rough paths, quantum field theory

• A family of SPDEs associated with Bessel processes
• An SPDE for the law of the modulus of a Brownian bridge

[HHH] Homotopy harnessing higher structures

• The mod 2 Adams spectral sequence for topological modular forms

[HHH] Homotopy harnessing higher structures

• Homology of loop spaces of certain categories

[HHH] Homotopy harnessing higher structures

• topology seminar, algebra seminar, or colloquium.
• Modular representation theory via homotopy theory (colloquium)
• Endotrivial modules via homotopy theory
• Endotrivial modules, local group theory, and homotopy theory
• Modular representation theory via homotopy theory (colloquium)

[HHH] Homotopy harnessing higher structures

• Symmetry groups of algebraic structures and their homology
• Homotopical ideas in the theory of knots
• Power operations in representation theory
• Quandles, knots, and homotopical algebra

[HHH] Homotopy harnessing higher structures

• Homology of diffeomorphism groups made discrete
• Characteristic classes of symplectic surface bundles.
• A local to global argument on low dimensional manifolds
• Characteristic classes in symplectic topology
• Dynamical and cohomological obstructions fo extending group actions

[HHH] Homotopy harnessing higher structures

• Infinity-operads and Day Convolution in Goodwillie Calculus
• Pro-operads and Taylor towers of spectrum-valued functions

[HHH] Homotopy harnessing higher structures

• Algebraic cobordism categories and Grothendieck-Witt spectra
• Multiplicative parametrised homotopy via retractive spectra

[HHH] Homotopy harnessing higher structures

• Factorization homology
• Lagrangian Cobordisms and Fukaya Categories
• Associative algebras and a stack of broken lines
• Enriching Lagrangian Floer theory over stable homotopy theory
• Lagrangian Floer theory and Morse theory as a deformation problem

[HHH] Homotopy harnessing higher structures

• Chromatic Homotopy Theory

[HHH] Homotopy harnessing higher structures

• The Waldhausen construction as an equivalence of homotopy theories
• 2-Segal sets from graphs and their associated Hall algebras

[HHH] Homotopy harnessing higher structures

• Higher topologies Hochschild homology of $\frac{\integer}{p^m}$ with reduced coefficicuts
• Higher topological Hochschild homology of $\frac{\integer}{p^m}$ with reduced coefficients

[HHH] Homotopy harnessing higher structures

• Edge stabilization in the homology of graph braid groups
• Higher enveloping algebras and stable homotopy of configuration spaces
• Configuration spaces of products

[HHH] Homotopy harnessing higher structures

• Factorization homology
• Orthogonal Groups and Higher Adjoints

[HHH] Homotopy harnessing higher structures

• The h-cobordism category
• Adjoint functor theorems for infinity-categories
• The moduli space of topological realizations of an unstable coalgebra
• Cobordism categories and the A-theory Euler characteristic
• Model topoi and motivic homotopy theory

[STS] Statistical scalability

• Random-Projection Ensemble Classification
• Local nearest neighbour classification with applications to semi-supervised learning

[STS] Statistical scalability

• Frequency domain likelihood approximations for time series bootstrapping and Bayesian nonparametrics
• Multiple change point estimation based on moving sum statistics
• Multiple change point estimation based on moving sum statistics

[STS] Statistical scalability

• Prediction and estimation of functional time series
• Spectral properties of covariance matrices from high-dimensional time series

[STS] Statistical scalability

• Adaptive empirical Bayesian smoothing splines: estimation and testing
• Partial least squares for dependent data

[UNQ] Uncertainty quantification for complex systems: theory and methodologies

• Data Assimilation

[UNQ] Uncertainty quantification for complex systems: theory and methodologies

• Gaussian process metamodels with categorical inputs
• Reducing dimension with Derivative-based Global Sensitivity Measures

[STS] Statistical scalability

• Theoretical support of machine learning debugging via weighted M-estimation

[STS] Statistical scalability

• Nonparametric tolerance tubes for tracking functional data

[STS] Statistical scalability

• Testing for independence of large dimensional vectors
• Equivalence of regression curves
• Statistical methodology for comparing curves
• Optimal designs for comparing curves
• Relevant change-points and high-dimensional time series
• Copula-based spectral analysis
• Detecting long-range dependence in nonstationary time series

[STS] Statistical scalability

• Multivariate Intensity estimation via Hyperbolic Wavelet Selection

[STS] Statistical scalability

• Change-point detection for multivariate and non-Euclidean data
• Graph-based two-sample tests

[UNQ] Uncertainty quantification for complex systems: theory and methodologies

• Computer Model Calibration with Confidence and Consistency

[STS] Statistical scalability

• Statistical inference for infectious disease modeling
• Modelling disease propagation in networks: source-finding and influence maximisation
• Statistical inference for infectious diseases modelling
• Influence maximisation in stochastic and adversarial settings

[UNQ] Uncertainty quantification for complex systems: theory and methodologies

• Advances in Reduced Order Methods in CFD

[VMV] Variational methods and effective algorithms for imaging and vision

• Sampling for approximating R-limited functions
• Sampling for approximating R-limited functions

[GFS] Growth form and self-organisation

• Biophysical force regulation of tumor cell invasion
• Collective cell dynamics regulated by the mechanical properties of biological materials

[VMV] Variational methods and effective algorithms for imaging and vision

• Novel Generalized Average with Application in Image Segmentation
• Joint Variational Model for Image Dehazing and Segmentation
• Efficient Variational Image Selective Segmentation Model for Medical Images

[VMV] Variational methods and effective algorithms for imaging and vision

• Integration of heterogenous datasets

[VMV] Variational methods and effective algorithms for imaging and vision

• Variational Models for Motion Estimation in Videos
• Image Compression with Differential Equations
• Osmosis in Visual Computing
• Cyclic Schemes for PDE-Based Image Analysis
• Ecient and Stable Schemes for 2D Forward-and-Backward Diusion

[VMV] Variational methods and effective algorithms for imaging and vision

• Solving inverse problems using methods from deep learning: An application in tomography
• Inverse problems with optimal mass transport priors
• Recent advances in using machine learning for image reconstruction
• Recent advances in using machine learning for image reconstruction

[GFS] Growth form and self-organisation

• Optimal bio-inspired swimming
• Architecture and allometry of trees
• Effect of competition for light and wind resistance on tree shapes
• What turns trees into fractals

[VMV] Variational methods and effective algorithms for imaging and vision

• Structural adaptive smoothing of MR imaging data
• Low SNR in high resolution MR imaging

[VMV] Variational methods and effective algorithms for imaging and vision

• Phase-field approximations of Griffith energies and the non-interpenetration of fractures
• Approx. of displacemts w. fractures in lin. elast., and strong sol.s to variational fracture models
• Phase-field approximations of Griffith energies and the non-interpenetration of fractures

[GFS] Growth form and self-organisation

• Brain Circumvolutions in foetal life

[GFS] Growth form and self-organisation

• Explorations in biofluiddynamics

[GFS] Growth form and self-organisation

• Dynamic pattern evolution in growing bacterial colonies
• Bacterial Motility and Accumulation
• Motion of uni-flagellated bacteria at interfaces and in complex media

[SIP] Mathematics of sea ice phenomena

• Sea ice as a polydisperse granular material
• Sea ice as a polydisperse granular material

[SIP] Mathematics of sea ice phenomena

• Melting and consolidation of drift ice ridges

[SIP] Mathematics of sea ice phenomena

• Sea ice, ice shelves and the ocean
• Brine convection in winter Antarctic land-fast sea ice

[SIP] Mathematics of sea ice phenomena

• Modelling wave–ice interactions
• Localisation of Rayleigh-Block waves and damping of resonant loads on arrays of cylinders
• Modelling the Antarctic marginal ice zone
• Modelling wave-flue interactions and the overwash phenomenon
• When is the effective wavefield a useful tool for predicting attenuation over long distances

[SIP] Mathematics of sea ice phenomena

• Opportunities with sea ice data assimilation

[GFS] Growth form and self-organisation

• Stochasticity and robustness in plant growth and morphogenesis
• Investigating morphogenesis : symmetry breaking and elongated forms in plants and fungi.
• Stochasticity and robustness in plant morphogenesis

[VMV] Variational methods and effective algorithms for imaging and vision

• Convex relaxation, graph and continuous max-flow algorithms for image processing and computer vision
• Fast numerical algorithms for variational models with application to image processing and computer vision
• convex variational models based on graph total variation for high dimensional data clustering and machine learning

[SIP] Mathematics of sea ice phenomena

• Ocean wave interactions with sea ice, an epiphany in polar climate change research
• Insurmountable challenges associated with modelling ocean wave / sea ice interactions?

[GFS] Growth form and self-organisation

• Automatic Birdsong Recognition
• Data Analysis in Weitzenbock Space
• Stochastic shapes
• Information Geometry and Deep Learning
• D'arcy Thompson's theory of transformation in modern times

[VMV] Variational methods and effective algorithms for imaging and vision

• Motion corrected reconstruction in undersampled dynamic imaging
• Nonlinear Spectral Decompositions based on One-homogeneous PDEs
• Transport Metrics for Vlasov Hierarchies
• Gradient Flow Structures on Graphs and Mean-Field Limits
• Variational Methods for High-Dimensional Image Registration
• Gradient Structures for Graph PDEs and Limiting Procedures
• Gradient Structures for Graph PDEs and Limiting Procedures
• Transport Metrics for Vlasov Hierearchies

[VMV] Variational methods and effective algorithms for imaging and vision

• (Pre) dualization, dense embeddings and applications in image processing

[SIP] Mathematics of sea ice phenomena

• Fully dispersive non linear model equations for hydro-elastic waves

[GFS] Growth form and self-organisation

• Two variations on normal modes: sloshing and Bragg resonance

[BPR] Big proof

• The Pragmatics of Formal Proof
• Adventures in Code Generation
• Trust and Automation in Computer-Aided Verification
• Formal Architectures for Cyber-Physical Systems

[BPR] Big proof

• Internal languages of higher categories
• The homotopy theory of type theories

[BPR] Big proof

• Rendering useful formalised mathematics
• Transferring lemmas and proofs in Isabelle/HOL: a survey

[BPR] Big proof

• Proof automation in Isabelle using auto2

[BPR] Big proof

• Introduction to homotopy type theory and synthetic homotopy theory
• Varieties of cubical sets from a homotopical viewpoint
• Experiences formalizing synthetic homotopy theory in the Lean proof assistant

[BPR] Big proof

• Formal methods in mathematics and the Lean theorem prover
• Formal methods in mathematics and the Lean Theorem Prover

[SIN] Scalable inference; statistical, algorithmic, computational aspects

• Penalising model component complexity: A principled practical approach to constructing priors
• The R-INLA project: Past, Present and Future

[HTL] Homology theories in low dimensional topology

• Knots and quivers
• Super-quantum curves

[HTL] Homology theories in low dimensional topology

• Morse Structures on Open Books

[HTL] Homology theories in low dimensional topology

• Profinite completion of knot groups
• Polytope invariants of groups and manifolds
• Recent developments in 3-manifold topology

[HTL] Homology theories in low dimensional topology

• Dehn surgery and rational balls
• Dehn surgery and rational balls
• Heegaard Floer homology and defomation of curve singularities

[HTL] Homology theories in low dimensional topology

• Tangle Floer homology and quantum gl(1|1)

[NPC] Non-positive curvature group actions and cohomology

• Mapping class group actions on moduli spaces and the teichmoeller flow
• The dynamics of classifying geometric structures

[NPC] Non-positive curvature group actions and cohomology

• Commensurating actions of groups of birational transformations

[NPC] Non-positive curvature group actions and cohomology

• Mapping class groups in geometric group theory

[NPC] Non-positive curvature group actions and cohomology

• On K-amenability of cat (o) cubical groups

[NPC] Non-positive curvature group actions and cohomology

• Random 3-manifolds and towers of their covers
• Ergodic properties of cocycles over flows with Bowen measures
• Ergodic properties of cocycles over flows with Bowen measures

[OAS] Operator algebras: subfactors and their applications

• The Banach-Tarski paradox and von Neumann's concept of amenability
• The Banach-Tarski paradox and von Neumann's concept of amenability

[OAS] Operator algebras: subfactors and their applications

• Subfactors with infinite representation theory
• Algebras associated to group-type subfactors
• Subfactors with infinite representation theory
• Subfactors with infinite representation theory

[OAS] Operator algebras: subfactors and their applications

• Title to be determined

[OAS] Operator algebras: subfactors and their applications

• Conformal field theory and operator algebras
• Relative tensor products of full conformal field theories
• Relative tensor products of full conformal field theories

[OAS] Operator algebras: subfactors and their applications

• Unitary representations of Thompsons groups A and T inspired by Quantum spin chains
• A machine for constructing representations of R Thompson's groups, unitary and otherwise
• Do all subfactors arise in quantum field theory
• Quantum field theory; concepts, constructions P curved spacetimes (conference)
• Representations of R. Thompson's groups F, T and V inspired by local scale transformations of quantu

[NPC] Non-positive curvature group actions and cohomology

• Uncooperate PETs (Polytope Exchange Transformations)
• 5 points and a sphere

[NPC] Non-positive curvature group actions and cohomology

• The action dimension of some discrete groups

[NPC] Non-positive curvature group actions and cohomology

• Two shall be the number of the counting

[NPC] Non-positive curvature group actions and cohomology

• Universal Circles
• Universal circles

[NPC] Non-positive curvature group actions and cohomology

• The contracting boundary of a finitely generated group

[OAS] Operator algebras: subfactors and their applications

• Family of subfactors arising from iterated crossed product of a Kac algebra

[NPC] Non-positive curvature group actions and cohomology

• Small cancellation theory over Burnside groups

[NPC] Non-positive curvature group actions and cohomology

• TBA

[NPC] Non-positive curvature group actions and cohomology

• On the cubical geometry of the Higman group
• On the small cancellation geometry of certain graph products of groups

[NPC] Non-positive curvature group actions and cohomology

• Hyperbolic-like boundaries
• Are CAT(0) spaces determined by their boundaries?

[NPC] Non-positive curvature group actions and cohomology

• Exotic symmetry groups for tilings of Rn

[SNA] Theoretical foundations for statistical network analysis

• Some Network Analysis Problems Motivated by the Smart Grid
• Privacy in the smart grid: information, control and games
• Some network analysis problems motivated by the smart grid

[ERN] Ergodic theory, geometric rigidity and number theory

• On the ergodic theory of groups actions on trees