Springe zum Hauptinhalt
Professur Angewandte Analysis
Seminar

Forschungsseminar Analysis

Unser Seminar wird in Kooperation mit Prof. Dr. Daniel Potts  und Prof. Dr. Philipp Reiter  organisiert.

Nummer Name Zeit Raum Details
222000-F07
[Seminar] []
Dienstag (Wöchentlich)
13:45-15:15
2/B202
(neu: C22.202)

Anstehende Vorträge

  C22.202 (2/B202)

  2024-06-11, 13:45

Henrik Schumacher (TU Chemnitz/University of Georgia)
Title tba

  C22.202 (2/B202)

  2024-07-09, 13:45

Speaker tba
Title tba

  C22.202 (2/B202)

  2024-07-16, 13:45

Peter Mathé (Weierstraß Institute for Applied Analysis and Stochastics)
Tractability of linear ill-posed problems in Hilbert space

Vortragsarchiv

März

Februar

Dezember

November

  • Felix Bartel (TU Chemnitz)
    Least Squares in Sampling Complexity and Statistical Learning
  • Tino Ullrich (TU Chemnitz)
    Hyperbolic Cross Approximation

Oktober

August

Juli

Juni

  • Daniel Christopher Kreuter & Uwe Iben (Robert Bosch GmbH)
    Applied Mathematics at Bosch Research

Mai

März

Februar

Januar

Dezember

November

Juli

  • Moritz Moeller (TU Chemnitz)
    Norm-concentration results for infinite random matrices with independent rows

Mai

  • Rhoslyn Coles (Universität Potsdam)
    Knotted and linked curves through the shape of their tubular neighbourhoods
  • Yuri Malykhin (Steklov Mathematical Institute)
    Widths and ridigity
  • Michael Schmischke (TU Chemnitz)
    Interpretable Approximation of High-Dimensional Data based on the ANOVA Decomposition
  • Michael Gnewuch (Universität Osnabrück)
    Approximation problems on Hermite spaces and spaces of Gaussian kernels
  • Moritz Moeller (TU Chemnitz)
    Batson-Spielman-Srivastava-Subsampling
  • Laura Lippert (TU Chemnitz)
    Transformations of functions and weighted function spaces

April

Februar

Juli

Juni

  • Jeremias Piljug (TU Chemnitz)
    Hoch-Dimensionale ANOVA Approximation in Anwendungen

Mai

April

März

Februar

Januar

Dezember

  • Fabian Taubert (TU Chemnitz)
    Dimension-incremental Sparse FFT-rank-1 Lattice Sampling Strategies in Comparison
  • Martin Schäfer (TU Chemnitz)
    Signal Recovery from Random Samples

November

Oktober

  • Theresa Wagner (TU Chemnitz)
    Fast Matrix-Vector Multiplication for the ANOVA Kernel

September

  • Nicolas Nagel (TU Chemnitz)
    On the Kadison-Singer Problem and Weaver's Conjecture with Implications for Fourier Systems over Unbounded Sets

Juli

Juni

  • Moritz Moeller (TU Chemnitz)
    Novel spectral norm concentration results for random trace class operators and the recovery of RKHS-functions from n random samples
  • Thomas Jahn (TU Chemnitz)
    A modern look at some classical inequalities

Januar

  • Craig Gross (Michigan State University)
    Applications of compressive sensing and high-dimensional function approximation in uncertainty quantification
  • Nicolas Nagel (TU Chemnitz)
    Numerische Untersuchungen zur Kondition von Fouriermatrizen
  • Laura Lippert (TU Chemnitz)
    Projektionsbasierte Quasiinterpolation in Mannigfaltigkeiten

Dezember

  • Christoph Robisch (TU Chemnitz)
    Iteration neu-gewichteter kleinster Quadrate zur Lösung der inversen nicht-äquidistanten schnellen Fourier-Transformation

Juli

Juni

  • Greta Marino (TU Chemnitz)
    A-priori estimates for some classes of elliptic problems
  • Incoronata Notarangelo (Potenza, Italy)
    Application of truncated quadrature rules to the numerical solution of integral equations
  • Incoronata Notarangelo (Potenza, Italy)
    Truncated Gaussian and product quadrature rules
  • Kristóf Szarvas (Budapest)
    Lebesgue spaces with variable exponent and applications

Mai

  • Kateryna Pozharska (NAS Ukraine)
    Entropy numbers and best approximations of classes of periodic multivariate functions
  • Carina Geldhauser (TU Dresden)
    Discrete models for atmospheric turbulence
  • Martin Schäfer (TU Berlin)
    The Framework of Alpha-Molecules

April

  • Christian Gerhards (TU Freiberg)
    Inverse Problems in Geomagnetism and Vector Field Decompositions on the Sphere
  • Anna Doležalová (Charles University, Praha)
    Volumes of unit balls of Lorentz spaces