Diagnosing Steinmann Violation Using Minimal Cuts
Explore advanced techniques for diagnosing Steinmann Violation in particle physics using minimal cuts, enhancing understanding of scattering amplitudes and quantum field theory.
ABJM Integrands from Light-Cone Geometries in Minkowski Space
Explore light-cone geometries in Minkowski space and their connection to ABJM integrands in this advanced physics lecture by Jonah Stalknecht.
On the Analytic Computation of 2-Loop 6-Point and 3-Loop 5-Point Feynman Integrals
Explore advanced techniques for calculating complex Feynman integrals in quantum field theory, focusing on 2-loop 6-point and 3-loop 5-point cases.
Calabi-Yaus and Curves in Feynman Integrals
Explore the intricate connection between Calabi-Yau manifolds and Feynman integrals in particle physics, unraveling complex mathematical structures in quantum field theory.
QCD Form Factors from Large N Chiral Algebras
Explore QCD form factors and their connection to large N chiral algebras in this advanced physics lecture, delving into complex quantum chromodynamics concepts.
The KLT Kernel in Twistor Space
Explore the KLT kernel in twistor space, delving into advanced mathematical concepts and their applications in theoretical physics.
Constraining and Exploiting the Analytic Structure of QCD Amplitudes
Explore advanced techniques for analyzing QCD amplitudes, focusing on constraints and analytical structures to enhance understanding of particle interactions and scattering processes.
Positive Directions in Integrals, Amplitudes and Strings
Explore cutting-edge connections between integrals, amplitudes, and string theory in this advanced physics lecture by Hadleigh Frost.
The Amplituhedron from Fibrations of Fibrations
Explore the intricate mathematical concept of the Amplituhedron through advanced fibration techniques in this theoretical physics lecture.
Diagrammatic Coaction of Cosmological Correlators
Explore diagrammatic coaction in cosmological correlators, unraveling complex mathematical concepts and their applications in understanding the universe's structure and evolution.
Color-Dual Cut Tiling - N=8 Supergravity from Positivity
Explore color-dual cut tiling and its application to N=8 supergravity, delving into advanced concepts in theoretical physics and mathematical techniques for understanding fundamental particle interactions.
Carrollian Amplitudes from Holographic Correlators
Explore Carrollian amplitudes derived from holographic correlators, delving into advanced concepts in theoretical physics and mathematical frameworks.
Isomonodromy-CFT Correspondence on a Torus and Modular Transformation of c=1 Toric Conformal Blocks
Explore isomonodromy-CFT correspondence on tori and modular transformations of c=1 toric conformal blocks, delving into advanced concepts in mathematical physics.
Quantum Modularity and Fermionic Spectral Traces on Local P2
Explore quantum modularity and fermionic spectral traces on local P2, delving into advanced mathematical concepts and their applications in theoretical physics.
Modular Bootstrap for BPS Black Holes
Explore modular bootstrap techniques for analyzing BPS black holes, uncovering insights into their quantum properties and thermodynamics.
Quantum Toroidal Algebras and Spiralling Branes
Explore quantum toroidal algebras and their connection to spiralling branes in this advanced physics lecture by Yegor Zenkevich.
Surface Defect Algebra and Wakimoto Representation for Quantum Toroidal sl(N)
Explore advanced mathematical concepts in quantum toroidal algebras, surface defects, and Wakimoto representations with expert Jean-Emile BOURGINE.
W-Algebras and Bethe Ansatz in 2D CFT
Explore W-algebras and Bethe ansatz techniques in two-dimensional conformal field theory, uncovering their intricate connections and applications in theoretical physics.
Constructive Refined Topological Strings
Explore refined topological string theory through a constructive approach, delving into advanced mathematical concepts and their applications in theoretical physics.
Topological Modular Forms and Phases of Quantum Field Theories
Explore the intersection of topology, modular forms, and quantum field theories, uncovering connections between mathematical structures and physical phenomena.
Path Integral Derivations of K-Theoretic Donaldson Invariants
Explore K-theoretic Donaldson invariants through path integral derivations, delving into advanced mathematical concepts and their applications in theoretical physics.