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Constrained spin systems and KNdS black holes
Kerr-Newman de Sitter (KNdS) spacetimes have a rich thermodynamic structure that involves multiple horizons, and so differs in key respects from...
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Time Integration of Constrained Multi-catenary Systems
The multi-catenary systems offer interesting possibilities in practical application especially in combination with slider. However, the motion of the...
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Course 15: Kinetically Constrained Models and Driven Systems with Slow Dynamics
Three lattice models which exhibit slow dynamics are reviewed, namely the kinetically-constrained Fredrickson-Andersen and Kob-Andersen models, and...
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BRST Symmetry in Constrained Systems
In this chapter, we study a free particle system residing on spherePark, Y.J. to investigate its BRST symmetriesHong, S.T. associatedKim, W.T. with...
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Molecular Dynamics of Complex Systems: Non-Hamiltonian, Constrained, Quantum-Classical
A theoretically sound and computationally tractable treatment for non-Hamiltonian molecular dynamics is needed for simulations of complex systems....
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Jamming and metastability in one dimension: from the kinetically constrained Ising chain to the Riviera model
The Ising chain with kinetic constraints provides many examples of totally irreversible zero-temperature dynamics leading to metastability with an...
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Vibration Reduction Analysis of a Dry Friction Constrained Longitudinal Vibration System Considering the Maximum Mises Stress and the Magnitude and Distribution of the Normal Load
AbstractIn this paper, on account of an exponential-type velocity-dependent friction coefficient model, the difference between dynamic and static...
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Constrained discrete KP hierarchy: The constraint on the tau functions and gauge transformations
AbstractWe investigate two topics of the constrained discrete KP hierarchy: the constraint on the tau functions and gauge transformations. For...
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Visualization and efficient generation of constrained high-dimensional theoretical parameter spaces
We describe a set of novel methods for efficiently sampling high-dimensional parameter spaces of physical theories defined at high energies, but...
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The constrained KP hierarchy and the bigraded Toda hierarchy of (M, 1)-type
In this paper, we extend the matrix-resolvent method to the study of the Dubrovin–Zhang type tau-functions for the constrained KP hierarchy and the...
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Constrained evolution of Hamiltonian phase space distributions in the presence of natural, non-conservative forces
Confidence regions for spacecraft state can be constructed in phase space which encapsulate some region where there is a likelihood for the state to...
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Constrained HRT Surfaces and their Entropic Interpretation
Consider two boundary subregions A and B that lie in a common boundary Cauchy surface, and consider also the associated HRT surface γ B for B . In that...
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Using a Physics Constrained U-Net for Real-Time Compatible Extraction of Physical Features from WEST Divertor Hot-Spots
The WEST (W Environment in Steady-state Tokamak) divertor serves as the primary element for heat exhaust and contributes critically to plasma...
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Energy-Constrained Random Walk with Boundary Replenishment
We study an energy-constrained random walker on a length- N interval of the one-dimensional integer lattice, with boundary reflection. The walker...
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Dynamics and uncertainty for maximally entangled bipartite system constrained on a helicoid
The classical and quantum dynamics of particles constrained on a right helicoid is discussed via Dirac approach. We show how the uncertainty in...
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Physics-constrained neural network for solving discontinuous interface K-eigenvalue problem with application to reactor physics
Machine learning-based modeling of reactor physics problems has attracted increasing interest in recent years. Despite some progress in...
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General Solution and Canonical Quantization of the Conic Path Constrained Second-Class System
We consider the problem of constrained motion along a conic path under a given external potential function. The model is described as a second-class...
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Large N optimization for multi-matrix systems
In this work we revisit the problem of solving multi-matrix systems through numerical large N methods. The framework is a collective, loop space...
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De Rham Cohomology in Constrained Physical System
In this chapter, we exploit ’t Hooft-Polyakov monopole to construct closed algebra of quantum field operators and BRST charge Q. In a first class...