From Combinatorics to Real World Scattering - ICBS 2024
Explore combinatorial geometries in QFT and string theory, focusing on a new formulation for scattering of colored scalars, pions, and gluons.
Unidirectional Light Emission from a Topological Perspective
Explore unidirectional light emission in photonic integration through topological charges, unveiling novel phenomena and applications in next-generation computing.
Vortex Reconnection in the 3D Critical Abelian Higgs Model
Explore vortex reconnection in 3D critical Abelian Higgs model, focusing on dynamics of nearly parallel vortex filaments and their collisions in particle physics.
Analog Model for Euclidean Wormholes Effects
Explore an analog model for Euclidean wormholes effects, delving into quantum aspects of gravity and their potential laboratory observations.
On the Energy and Helicity of Inflexional Magnetic Braids
Explore energy and helicity in inflexional magnetic braids, examining their properties and implications for astronomical phenomena.
Quantum Vortex Knots and Links under Zero Helicity Condition
Explore quantum vortex knots and links under zero helicity condition in this advanced mathematics lecture by Renzo Ricca.
Non-linear Electrodynamics Derived from Kaluza-Klein 5-Dimensional Gravity
Explore non-linear electrodynamics derived from Kaluza-Klein theory, examining unique Maxwell equation generalizations and potential static solutions as electron models.
Geometric Properties of Quantum States Representing Directed Graphs on Quantum Computer
Explore geometric properties of multi-qubit states represented by directed graphs, examining curvature, torsion, and entanglement using quantum computers and simulators.
Cartan-Karlhede Algorithm and Cartan Invariants for Spacetimes - Part 3
Explore the Cartan-Karlhede algorithm for classifying spacetime solutions in General Relativity, including mathematical foundations and applications in geometry and gravity theories.
Art and Topology - Applications of Topological Data Analysis in Art Perception
Explore topological data analysis applications in art perception, comparing responses to abstract paintings and AI-generated images through eye movement analysis and geometric feature recognition.
Finding the Center of Mass of a Triangle
Explore methods to determine a triangle's center of mass, including a Monte Carlo calculation using Python for added precision.
Non-equilibrium Theory for Non-ergodic Systems Based on Time-and-Space Averaging
Explore non-equilibrium theory for non-ergodic systems using time-and-space averaging, focusing on internal energy dynamics and applications to immiscible fluid flow in porous media.
Combinatorics and Geometry of the Amplituhedron
Explore the amplituhedron's geometric properties, connections to various mathematical fields, and recent progress on key conjectures in this advanced mathematical lecture.
Classification of Mapping Classes of Infinite-Type Surfaces
Explore the classification of mapping classes for infinite-type surfaces in this advanced mathematical lecture by Federica Fanoni at CIRM's thematic meeting.
Bridging Sustainable Development and Blockchain Ecosystem to Amplify Impact
Explore how MEAL methodologies and blockchain technology can enhance impact measurement for social and environmental projects, featuring insights from Impact Plus and Polygon.
Relations, Divergences, Dirac Structures and All That Jazz
Explore relations, divergences, and Dirac structures in mathematical physics. Gain insights into advanced concepts and their applications in theoretical frameworks.
Higher Gauge Theory
Explore advanced concepts in higher gauge theory, delving into mathematical physics principles and their applications in modern theoretical frameworks.
A Graded Geometric Perspective on Tensor Hierarchies
Explore graded geometric approaches to tensor hierarchies, delving into mathematical physics concepts with expert insights.
Differential Operators on Courant Algebroids, Dorfman Connections and the Atiyah Class
Explore differential operators on Courant algebroids, Dorfman connections, and the Atiyah class in this advanced mathematical physics seminar.
A Nonsmooth Approach to Einstein's Theory of Gravity
Explore a nonsmooth approach to Einstein's gravity theory, focusing on reformulating curvature concepts and developing a synthetic null energy condition for Lorentzian spaces.
Timelike Ricci Bounds and Einstein's Theory of Gravity in Non-Smooth Settings
Explore Lorentzian synthetic spaces, optimal transport theory, and timelike Ricci curvature bounds to characterize Einstein's equations in non-smooth spaces, with applications to gravity.