Latest Articles for Theoretical Research

This article presents a method for solving complex inclusion problems efficiently.

Pseudomodes help approximate complex quantum behaviors effectively and efficiently.

Examining the intersection of quantum gravity theories and Gödel's theorems.

Explore the complex processes of scattering and the role of Feynman integrals.

An overview of one-relator groups and their properties in group theory.

Research links thermodynamics and gravity, offering new insights into cosmology and black hole behavior.

Examining correlation functions in -deformed theories on a torus reveals complex behaviors.

A deep dive into silting objects and their role in algebraic systems.

A study on families of intersecting subgraphs and their limits.

Analyzing the relationship between Gaussian processes and reproducing kernel Hilbert spaces.

An overview of Dirichlet spaces and their role in harmonic functions.

Exploring the challenges of Hamiltonian complexity in quantum systems.

Discovering easier methods to apply a key mathematical theorem.

Analyzing BV functions using the Fourier transform reveals critical mathematical insights.

Exploring higher-derivative terms in the sine-Gordon model reveals new phase behaviors.

A look at the relationship between nonlocality and quantum states.

An overview of parabolic Higgs bundles and their role in mathematics and physics.

This article explores free groups, automorphisms, and cogrowth in group theory.

New techniques simplify complex calculations in quantum field theory.

Research reveals how symmetry influences the non-Hermitian skin effect in physics.

A simple overview of supersymmetric classical W-algebras and their significance in physics.

Research highlights new methods for matchings in hypergraphs with conflict avoidance.

Research reveals new limits on parameterized squares within strings.

Exploring the complexities of many-body systems and their dynamics.

Exploring new methods to study strong particle interactions in nuclear physics.

Explore the structure and properties of triangle groups in mathematics.

Exploring how impurities affect unique behaviors in non-Hermitian systems.

A look into how shapes can be arranged without overlapping in geometry.

A look into the significance and structure of LLCFTs in modern physics.

A look into non-Hermitian systems and their unique behaviors in quantum mechanics.

Exploring unique characteristics of regular graphs, 2-factors, and Hamiltonian circuits.

Researchers combine cosmology with gauge theory for new perspectives on the universe.

Examining the impact of geometric frustration on particle interactions and motion.

Exploring the links between quantum mechanics and gravity through entanglement.

This study connects two quantum models for better understanding of their interactions.

Explore Mahonian numbers and their significance in counting permutations and inversions.

Examining leptoquarks to address gaps in particle physics.

Understanding how complex domains can reshape into simpler forms.

This research examines how k-regular graphs behave under percolation.

Exploring the relationship between topological modular forms and quantum field theories.