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PDE och tillämpningar: Infinityharmonic potentials in convex rings

Geometry and topology: Derived categories of Enriques and Bielliptic surfaces

Probability, statistics and combinatorics: Jantelagen for the particle systems

Doctoral thesis defence: Optimal adaptive designs and adaptive randomization techniques for clinical trials

Presentation of Degree project C: Linearscaling recursive expansion of the FermiDirac operator

CAPA: Validated simulation based on RungeKutta, constraint programming and application on chaotic systems

PDE and applications: Schiffer operators on Riemann surfaces and the jump formula for quasicircles

CAPA: Critical points of the multiplier map

Sannolikhet, statistik och kombinatorik: The monkey walk: a random walk with random reinforced relocations and fading memory

Asymptotics and analytic combinatorics in SageMath

Colloquium: Local Constraint Solving — How to Colour Without Looking (Much)

KTHUppsala PDE days

PDE och tillämpningar: Analysis and geometry on asymptotically hyperbolic manifolds and convexcocompact manifolds with variable negative curvature

Sannolikhet, statistik och kombinatorik: Competing frogs on Z^d

The PDEs and Applications seminar: On a strongly degenerate parabolic equation of Kolmogorov

Probability, Statistics and Combinatorics: MakerBreaker percolation games

–12:00
Seminars in Statistics

Doctoral thesis defence: Constructions in higherdimensional AuslanderReiten theory
Opponent: Petter Andreas Bergh from NTNU (Trondheim)

–11:00
Presentation of Degree Project E: Parametric Geometry of Numbers and Exponents of Diophantine Approximation

–11:15
Probability, Statistics and Combinatorics: : Cutting Down and Growing Trees

–14:00
Presentation of degree project E: GromovWitten invariants for CPn

–15:00
Presentations of degree project E

–15:00
Presentations of degree project C

–17:00
Presentation of degree project E: Privacy for CoTrajectories

–14:00
AI Seminars

–14:00
Presentation of degree project E: The Hawkes process, a selfexciting Poisson shotnoise model

–11:15
Probability, Statistics and Combinatorics: How to measure correlation with three variables and Simpson's paradox

–16:00
Doctoral thesis defence: Multitrait Branching Models with Applications to Species Evolution

–12:15
Presentation of degree project C in mathematics: Recent development in the cutting model

–15:00
Presentation of degree project C in mathematics: Knots, Reidemeister moves and knot invariants

–16:15
Geometric analysis/Mathematical general relativity: A Positive Mass Theorem for Manifolds with Boundary

–17:00
Presentation of degree project E in mathematics: Anomaly detection in seasonal ARIMA models

–12:00
Geometry and Topology: Qdeformation of stability conditions and quadratic differentials

–12:00
Probability, Statistics and Combinatorics: Limit of the RightMost Position of a Modified Branching Random Walk

–12:00
The PDEs and Applications seminar: Kinetic theory for the lowdensity Lorentz gas

–12:00
Geometry and Topology: Operads

–12:00
The PDEs and Applications seminar: Degenerate Equations and Boundary Conditions in Finance

–16:00
Geometry and Topology: DGAs CoDGAs and Ainfinity algebras

–15:00
CAPA: Method for estimating hidden structures determined by unidentifiable mathematical models and time series data based on the Groebner basis on differential algebra

–11:15
DNA seminar: Zeroone laws for uniform shrinking target systems

–12:00
The PDEs and Applications seminar: Central Limit Theorem for linear statistics for orthogonal polynomial ensembles on the unit circle

–15:00
Geometry and Topology: Legendrian surgery formula and ChekanovEliashberg algebras for singular Legendrian

–15:00
Stochastic Analysis and Applications: Optimal switching problems: solution techniques and applications

–12:00
The PDEs and Applications seminar: Homogenisation with error estimates of attractors for damped semilinear anisotropic wave equations

Colloquium: Kathryn Hess