Latest Articles for Theoretical Research

Examining the role and impact of noninvertible symmetries in particle physics.

A look into critical dynamics and its implications for phase transitions.

Researchers delve into unique properties of Warped Conformal Field Theories in quantum physics.

Exploring the role of superclub and its connections within set theory.

Research explores how frustration impacts topological phases in quantum computing.

A novel approach simplifies calculations in loop diagrams, avoiding troublesome infinities.

Explore how chiral phase transitions affect material behavior and potential technology applications.

This study examines how gravity behaves at high energies through scattering amplitudes.

Exploring the link between particle spin and the geometry of three-dimensional space.

Researchers combine quasicrystals and spin foams to study quantum gravity and matter.

Examining the behaviors and waves of black holes influenced by surrounding matter.

A look into tensor ranks and their significance across various fields.

Discover the significance and applications of plactic monoids in mathematics.

This article explores Krylov complexity and its implications in quantum mechanics.

Scientists investigate axions to reveal dark matter's true nature and connections to regular matter.

This article explores the study of spin curves and their properties.

Investigating quantum field theory within discrete causal structures for fresh insights.

Exploring scalar curvature's role in warped product metrics reveals vital geometric insights.

Lattices help us organize elements and their relationships in mathematics.

This study investigates environment-assisted electron capture phenomena involving barium and rubidium atoms.

A look into fixed points and their role in phase transitions.

Examining unique phases of spin-1 Kitaev chains in quantum magnetism.

An overview of complex projective hypersurfaces and their significance in mathematics.

This study examines cycle behavior in signed graphs through edge interactions.

Examining the roles of Picard and Brauer groups in Morava E-theory and descent techniques.

A look into how synchronizing automata enable systems to reset states effectively.

A guide to free factor complexes and their significance in understanding free groups.

A look at edge colorings and their role in graph theory.

A guide to series expansions and software tools for MHFs in physics.

Researchers reduce dimensions to clarify complex concepts in quantum mechanics.

Investigating how dimensions affect efficiency in online chasing tasks.

An insightful look into phase transitions in a three-state SOS model.

Research focuses on minimizing registers in weighted and cost register automata.

A deep look into integrability through Poisson-Lie groups and higher-dimensional systems.

This article reveals new findings in hypercontractivity and its applications across mathematics.

Researchers analyze the Riemann zeta function and its connection to prime numbers.

Explore the key concepts and implications of Quantum Field Theory and entanglement.

Investigating neutrino mass and baryon asymmetry through the majoron concept.

Explore solutions to the Yang-Baxter equation through skew braces and weak braces.

A look into the role of Lindström quantifiers in logic and computer science.