Browsing by MSC "31"
Now showing items 113 of 13

0816  Analysis of Boundary Element Methods
[OWR200819] (2008)  (13 Apr  19 Apr 2008) 
1443  Dirichlet Form Theory and its Applications
[OWR201448] (2014)  (19 Oct  25 Oct 2014)Theory of Dirichlet forms is one of the main achievements in modern probability theory. It provides a powerful connection between probabilistic and analytic potential theory. It is also an effective machinery for studying ... 
1648  Heat Kernels, Stochastic Processes and Functional Inequalities
[OWR201655] (2016)  (27 Nov  03 Dec 2016)The general topic of the 2016 workshop Heat kernels, stochastic processes and functional inequalities was the study of linear and nonlinear diffusions in geometric environments including smooth manifolds, fractals and ... 
0548  Heat Kernels, Stochastic Processes and Functional Inequalities
[OWR200554] (2005)  (27 Nov  03 Dec 2005)The conference brought together mathematicians belonging to several fields, essentially analysis, probability and geometry. One of the main unifying topics was certainly the study of heat kernels in various contexts: ... 
2244  Heat Kernels, Stochastic Processes and Functional Inequalities
[OWR202249] (2022)  (30 Oct  05 Nov 2022)The workshop provided a forum for recent progress on a wide array of topics at the nexus of Analysis (elliptic, subelliptic and parabolic differential equations), Geometry (Riemannian and subRiemannian geometries, metric ... 
The Index of Singular Zeros of Harmonic Mappings of AntiAnalytic Degree One
[OWP201703] (Mathematisches Forschungsinstitut Oberwolfach, 20170202)We study harmonic mappings of the form $f(z) = h(z)  \overline{z}$, where $h$ is an analytic function. In particular we are interested in the index (a generalized multiplicity) of the zeros of such functions. Outside the ... 
Mesh Ratios for BestPacking and Limits of Minimal Energy Configurations
[OWP201313] (Mathematisches Forschungsinstitut Oberwolfach, 20130610)For $N$point bestpacking configurations $\omega_N$ on a compact metric space $(A, \rho)$, we obtain estimates for the meshseparation ratio $\gamma(\rho_N , A)$, which is the quotient of the covering radius of $\omega_N$ ... 
2212a  MFORIMS Tandem Workshop: Nonlocality in Analysis, Probability and Statistics
[OWR202215] (2022)  (20 Mar  26 Mar 2022)The central theme of the workshop were nonlocal operators which appear in various branches of mathematics (PDEs, fractional calculus, stochastic processes, statistics). Although the basic concepts are similar, both language ... 
0715b  MiniWorkshop: Geometric Measure Theoretic Approaches to Potentials on Fractals and Manifolds
[OWR200719] (2007)  (08 Apr  14 Apr 2007)The workshop brought together researchers and graduate students from diﬀerent areas of mathematics, such as analysis, probability theory, geometry, and number theory. The topics of joint interest were motivated by recent ... 
2149c  MiniWorkshop: Variable Curvature Bounds, Analysis and Topology on Dirichlet Spaces (hybrid meeting)
[OWR202158] (2021)  (05 Dec  11 Dec 2021)A Dirichlet form $\mathcal{E}$ is a densely defined bilinear form on a Hilbert space of the form $L^2(X,\mu)$, subject to some additional properties, which make sure that $\mathcal{E}$ can be considered as a natural ... 
Minimal Riesz energy on the sphere for axissupported external fields
[OWP200904] (Mathematisches Forschungsinstitut Oberwolfach, 2009)Abstract. We investigate the minimal Riesz $s$energy problem for positive measures on the ddimensional unit sphere $\mathbb{S}^d$ in the presence of an external field induced by a point charge, and more generally by ... 
1044a  Operator Theory and Harmonic Analysis
[OWR201049] (2010)  (31 Oct  06 Nov 2010)The major topics discussed in this workshop were the Feichtinger conjecture and related questions of harmonic analysis, the corona problem for the ball Bn, the weighted approximation problem, and questions related to the ... 
1638b  Theory and Numerics of Inverse Scattering Problems
[OWR201645] (2016)  (18 Sep  24 Sep 2016)This workshop addressed specific inverse problems for the timeharmonic Maxwell’s equations, resp. special cases of these, such as the Helmholtz equation or quasistatic approximations like in impedance tomography. The ...