Latest Articles for Hamiltonian

Research unveils unique behaviors of cold atoms influenced by external light fields.

New method improves Boltzmann sampling accuracy in quantum annealers.

This article explores how Physics-Informed Neural Networks can enhance quantum computing.

Innovative QMC algorithm efficiently simulates Bose-Hubbard model on any graph.

Research focuses on the potential of qutrits in quantum systems.

Exploring the implications of Scarf II potential and its hierarchies in quantum mechanics.

Explore the Potts model's role in phase transitions and material behavior.

A look into how Hamiltonian mechanics helps analyze non-Hermitian systems.

This article presents an efficient way to calculate how materials absorb light.

New phase shift rules address limitations in estimating derivatives in quantum circuits.

Examining the clash between classical gravity and quantum mechanics through innovative experiments.

Investigating how quantum field theory impacts computational models and the Church-Turing thesis.

A look at Richard Feynman's contributions to quantum computers and their potential.

An insight into superintegrable systems and their algebraic foundations.

Eigenvalues play a crucial role in understanding systems in math and physics.

An exploration of nonholonomic systems and their significance in physics.

Exploring the connections between elliptic curves, integrable systems, and quantum mechanics.

A look into non-integrable spin chains and their quasiparticle interactions.

Explore how Sam plans his travels using optimization and quantum computing concepts.

Discover the role of lattices in securing information against quantum threats.

Examining how gravity alters quantum fields reveals new insights into physics.

A novel approach enhances accuracy in predicting Hamiltonians for materials.

This article discusses noise impacts on quantum Krylov algorithms for estimating ground state energy.

Research combines quantum mechanics and modified gravity theories to address cosmic mysteries.

This article discusses the Zakharov equation and its impact on wave analysis.

A look into the behavior and interactions of Bose-Einstein condensates in various conditions.

Investigating how operators spread in disordered and interacting many-body systems.

A look at how entropy affects quantum systems and their interactions.

This article discusses how BW perturbation theory aids in understanding open-shell nuclei.

A new method solves complex quantum problems more efficiently using quantum computers.

Examining how to achieve rapid transformations in quantum systems effectively.

Exploring the fascinating properties and potential applications of topological insulators.

A fresh approach enhances the efficiency of estimating multiple eigenvalues in quantum systems.

Exploring the benefits of qudits for simulating complex quantum systems.

Examining instantons and their role in understanding quantum systems beyond typical methods.

Exploring nonstabilizerness and its significance in quantum systems and technologies.

Improving efficiency in quantum simulations by focusing on low-energy states.

Researchers use quantum computers to simulate fundamental particle interactions in SU(3) theory.

New methods enhance understanding of topological properties in photonic systems.

Combining tensor networks and quantum circuits improves accuracy in simulating complex systems.