Pseudoentanglement: Hiding Quantum Entanglement in Efficiently Constructible States
Explore quantum entanglement's observability, pseudoentanglement, and its applications in property testing and holography. Discuss recent advancements in public key pseudoentanglement and local Hamiltonians.
Pseudorandomness and Pseudoentanglement in Holography
Explores the intersection of quantum complexity and holography, discussing pseudo-entangled states and their implications for quantum gravity and computational capabilities in AdS/CFT correspondence.
Is It Dark Matter, or Is Spacetime Undergoing a Random Walk?
Explore a theory combining classical and quantum systems, applying it to general relativity to explain galactic rotation curves without dark matter through stochastic spacetime processes.
Holographic Pseudo Entropy and Emergent Spacetime
Explore holographic pseudo entropy, its gravity dual, and implications for emergent spacetime in string theory. Gain insights into AdS/CFT, computational complexity, and quantum entanglement.
Local Minima in Quantum Systems
Explores computational challenges in finding local energy minima of quantum systems, comparing classical and quantum approaches and their implications for understanding Nature's cooling processes.
What on Earth Does Complexity Theory Have to Do with Gravity?
Explore the intriguing connection between complexity theory and gravity, delving into quantum PCP, area laws, and quantum gravity concepts.
Classification of 2D Gapped Ground States With Strict Area Law
Explores classification of 2D gapped ground states with strict area law, showing conversion to generalized string-net Hamiltonian ground states using constant-depth quantum circuits.
Introduction to Commuting Local Hamiltonian Problems
Explore quantum complexity through commuting local Hamiltonian problems, focusing on quantum PCP, area laws, and quantum gravity connections.
How Quantum Complexity Found Its Way into Black Hole Physics
Explore the surprising connection between quantum complexity and black hole physics, uncovering new insights into horizon properties and the quantum extended Church Turing Thesis.
From Twistors to Gravitational Scattering - Part 1
Explore linear gravity and nonlinear self-dual sector in 4D using twistor space, complex analysis, and holomorphic discs for space-time reconstruction.
Quantum Automorphism Groups of Some Classes of Graphs
Explore quantum symmetries in graphs, revealing hidden quantum behaviors and comparing classical and quantum automorphism groups through examples and recent computations.
Tracial and G-invariant States on Quantum Groups
Explore tracial and G-invariant states on quantum groups, examining connections between traceability and G-invariance in discrete quantum group C*-algebras.
New Applications of the Reflection Equation Algebras
Explore new applications of Reflection Equation Algebras, including q-analogs of Schur-Weyl duality, Capelli formula, and Frobenius formula in quantum mathematics.
Statistical Models on Random Regular Graphs
Explore statistical models on random regular graphs, focusing on matrix-forest theorem, Parisi-Sourlas trick, and applications to 2D quantum gravity and spanning forests.
Holography for Higher Spin Gravity - Part 4
Explorez la dualité holographique entre le modèle vectoriel O(N) libre et la gravité de spin supérieur, en examinant le spectre et la construction de la théorie gravitationnelle.
Holography for Higher Spin Gravity - Part 3
Explorez la dualité holographique entre le modèle vectoriel O(N) libre et la gravité de spin supérieur, en examinant le spectre et la construction de la théorie gravitationnelle.
Taming Infinities: Renormalisation Techniques in Physics and Mathematics
Explorez les techniques de renormalisation pour maîtriser les infinis en physique et mathématiques, avec des applications récentes en théorie des probabilités.
Einstein Telescope: Future of Gravitational Wave Detection
Explore the Einstein Telescope project and its role in advancing gravitational wave detection technology for groundbreaking cosmic discoveries.
Harnessing SL(2, Z) in Super Yang-Mills and Gravity
Explore new approaches to S-duality in N=4 super Yang-Mills theory using SL(2,Z) harmonic analysis, revealing constraints on observables and implications for holography.
Random Field Ising Model and Parisi-Sourlas Supersymmetry - Lecture 4
Explore the Random Field Ising Model, Parisi-Sourlas supersymmetry, and dimensional reduction. Delve into recent theories explaining numerical evidence and potential loss of supersymmetry in specific dimensions.
Random Field Ising Model and Parisi-Sourlas Supersymmetry - Lecture 3
Explore the Random Field Ising Model, Parisi-Sourlas supersymmetry, and dimensional reduction. Delve into recent theories explaining numerical evidence and potential loss of supersymmetry in specific dimensions.