Browsing Workshops 2017 by Title

Now showing items 53-58 of 58

    • 1707 - Set Theory 

      [OWR-2017-11] Workshop Report 2017,11 (2017) - (12 Feb - 18 Feb 2017)
      This workshop included selected talks on pure set theory and its applications, simultaneously showing diversity and coherence of the subject.

    • 1711 - Space-time Methods for Time-dependent Partial Differential Equations 

      [OWR-2017-15] Workshop Report 2017,15 (2017) - (12 Mar - 18 Mar 2017)
      Modern discretizations of time-dependent PDEs consider the full problem in the space-time cylinder and aim to overcome limitations of classical approaches such as the method of lines (first discretize in space and then ...

    • 1740 - Spectral Structures and Topological Methods in Mathematical Quasicrystals 

      [OWR-2017-46] Workshop Report 2017,46 (2017) - (01 Oct - 07 Oct 2017)
      The mathematical theory of aperiodic order grew out of various predecessors in discrete geometry, harmonic analysis and mathematical physics, and developed rapidly after the discovery of real world quasicrystals in 1982 ...

    • 1712 - Statistical Recovery of Discrete, Geometric and Invariant Structures 

      [OWR-2017-16] Workshop Report 2017,16 (2017) - (19 Mar - 25 Mar 2017)
      The main objective of the workshop was to bring together researchers in mathematical statistics and related areas in order to discuss recent advances and problems associated with statistical recovery of geometric and ...

    • 1722 - Stochastic Analysis: Geometry of Random Processes 

      [OWR-2017-26] Workshop Report 2017,26 (2017) - (28 May - 03 Jun 2017)
      A common feature shared by many natural objects arising in probability theory is that they tend to be very “rough”, as opposed to the “smooth” objects usually studied in other branches of mathematics. It is however still ...

    • 1746 - Variational Methods for Evolution 

      [OWR-2017-54] Workshop Report 2017,54 (2017) - (12 Nov - 18 Nov 2017)
      Many evolutionary systems, as for example gradient flows or Hamiltonian systems, can be formulated in terms of variational principles or can be approximated using time-incremental minimization. Hence they can be studied ...