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Probability and Variational Methods in PDEs - Overview Probability and Variational Methods in PDEs - Overview

Overview

The interplay between analysis and probability has always been very fruitful and has led to numerous advancements in both fields and applications. In this group, we aim to use probabilistic

Publications - Tobias Ried - Publications Publications - Tobias Ried - Publications

Tobias Ried - Publications

Explore the scholarly works of Tobias Ried. Browse journal articles, contributions in books and conference proceedings, academic theses, or discover the latest research thr

Mathematical Structures in Physics - Mathematical Structures in Physics Mathematical Structures in Physics - Mathematical Structures in Physics

Mathematical Structures in Physics

We conduct research at the interface of mathematics and theoretical physics, making use of a high degree of cross-fertilization between physical ideas and intuition

Daniel Roggenkamp - Research Interests Daniel Roggenkamp - Research Interests

Research Interests

Quantum Field Theory (in particular Conformal and Topological QFT) Defects, higher dimensional Operators and Categorification String Theory Applied Topology Persistent H

Publications - Daniel Roggenkamp - Publications Publications - Daniel Roggenkamp - Publications

Daniel Roggenkamp - Publications

Explore the scholarly works of Daniel Roggenkamp. Browse journal articles, contributions in books and conference proceedings, academic theses, or discover the latest

Érika Roldán - Research Interests Érika Roldán - Research Interests

Research Interests

Biomathematics Stochastic Topology Topological and Geometric Data Analysis Extremal Topological Combinatorics Discrete Configuration Spaces Recreational Mathematics

Stochastic Topology and its Applications - Stochastic Topology and its Applications Stochastic Topology and its Applications - Stochastic Topology and its Applications

Stochastic Topology and its Applications

We explore the topology of random combinatorial and geometric structures. Our research includes percolation models on lattices, configuration spaces, and rand

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