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Gaussian dynamics equation in normal product form
In this paper, we discuss the normal product form of the density operator of multimode Gaussian states and obtain the correlation equation between...
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Using Local Smith Normal Form for Numerical Implementation of the Generalized Frobenius Method
AbstractNumerical implementation of the generalized Frobenius method is developed and implemented. Construction of local Smith normal form is used to...
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Positive Lyapunov Exponent in the Hopf Normal Form with Additive Noise
We prove the positivity of Lyapunov exponents for the normal form of a Hopf bifurcation, perturbed by additive white noise, under sufficiently strong...
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Leaf-Normal Form Classification for n-Tuple Hopf Singularities
This is the first instance in the extensive literature of more than three decades for complete normal form classification of a singular family on a 2 n ...
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Reduction of the Displacement Field to a Normal Form
Simple algorithms are given to eliminate the rotation constant vector for a planar vector field. The algorithm of compensation of rotation based on...
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A normal form for single-qudit Clifford+T operators
Normal forms play a crucial role in the problem of gate synthesis. We propose a normal form for single-qudit gates composed of Clifford and T -gates...
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Normal form of nilpotent vector field near the tip of the pure spinor cone
Pure spinor formalism implies that supergravity equations in space-time are equivalent to the requirement that the worldsheet sigma-model satisfies...
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Normal Mode Analysis
This chapter introduces the normal mode analysis of a protein, which is associated with the energy minimisation.
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Boson star normal modes
Boson stars are gravitationally bound objects that arise in ultralight dark matter models and form in the centers of galactic halos or axion...
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Entanglement entropy from form factors in \( \textrm{T}\overline{\textrm{T}} \)-deformed integrable quantum field theories
In two recent papers [
1 ,2 ] we have proposed a program of study which allows us to compute the correlation functions of local and semi-local fields... -
From spectral to scattering form factor
We propose a novel indicator for chaotic quantum scattering processes, the scattering form factor (ScFF). It is based on map** the locations of...
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Disconnected 0-form and 2-group symmetries
Quantum field theories can have both continuous and finite 0-form symmetries. We study global symmetry structures that arise when both kinds of...
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Normal Mode Analysis of Atomic Motion in Solids
Decomposition of atomic motion into individual normal modes has led to remarkable success in microscopically understanding thermal properties and...
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Space-like electromagnetic form factors of lambda- and sigma-baryons from quark-diquark Faddeev equations
An important goal of ongoing and future experiments is to explore spectra and transition form factors of baryons with non-zero strangeness. Of...
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Effect of sediment form and form distribution on porosity: a simulation study based on the discrete element method
AbstractPorosity is one of the key properties of dense particle packings like sediment deposits and is influenced by a multitude of grain...
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Effective brane field theory with higher-form symmetry
We propose an effective field theory for branes with higher-form symmetry as a generalization of ordinary Landau theory, which is an extension of the...
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Testing General Relativity with Black Hole Quasi-normal Modes
The purpose of this chapter is to provide an overview of the exciting field of black hole quasi-normal modes and its capabilities to test general...
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Soliton pulse pairs at multiple colours in normal dispersion microresonators
Soliton microcombs are hel** to advance the miniaturization of a range of comb systems. These combs mode lock through the formation of short...
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Higher form symmetries TFT in 6d
Symmetries and anomalies of a d -dimensional quantum field theory are often encoded in a ( d + 1)-dimensional topological action, called symmetry...