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The irreducible components of homogeneous functions and symmetric tensors
Published 1974“…Explicit algebraic formulae are found which show how to decompose a homogeneous function in terms of spherical harmonics, or a symmetric tensor in terms of parts irreducible under rotations. © 1974 by Academic Press Inc. …”
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Observational future of cosmological scalar-tensor theories
Published 2017“…We use a broad subclass of Horndeski scalar-tensor theories to forecast the accuracy with which we will be able to determine these deviations and their degeneracies with other cosmological parameters. …”
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323
Improved bounds on the polarization tensor for thick domains
Published 2006“…This paper addresses a question regarding optimal bounds of the polarization tensors. We prove that the geometry independent optimal bounds for the trace of the polarization tensor can be improved if the domain has a certain thickness.…”
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324
Algebraically contractible topological tensor network states
Published 2011“…The contraction property does not depend on specifics such as geometry, but rather originates from the non-trivial algebraic properties of the constituent tensors. We then generalise the resulting tensor network from a spin-1/2 lattice to a class of exactly contractible states on spin-S degrees of freedom, yielding the most efficient tensor network description of finite Abelian lattice gauge theories. …”
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Hierarchies of minion tests for PCSPs through tensors
Published 2023“…We exploit the geometry of the tensor spaces arising from our construction to prove general properties of such hierarchies. …”
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326
Numerical Computation of approximate Generalized Polarization Tensors
Published 2011“…In this paper we describe a method to compute Generalized Polarization Tensors. These tensors are the coefficients appearing in the multipolar expansion of the steady state voltage perturbation caused by an inhomogeneity of constant conductivity. …”
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327
Global tensor‐matter transitions in F‐theory
Published 2018“…While the vector multiplets remain unchanged, the hyper‐ and tensor multiplet sectors are modified. In 6d F‐theory models, these transitions are realized by tuning the intersection points of two curves, one of them carrying a non‐Abelian gauge algebra, to a (4,6,12) singularity, followed by a resolution in the base. …”
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328
QUANTUM STRESS TENSOR IN SCHWARZSCHILD SPACE-TIME
Published 1984“…The vacuum expectation value of the stress-energy tensor for the Hartle-Hawking state in Schwarzschild space-time has been calculated for the conformal scalar field. …”
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Module amenability of the projective module tensor product
Published 2011“…In the current paper, we show that the projective module tensor product -module amenable when S is amenable. …”
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330
Killing tensor of five dimensional Melvin's spacetime
Published 2019“…Killing tensors are generalizations of Killing vectors as objects that reflect the symmetries of spacetime. …”
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331
Killing tensor of five dimensional Melvin’s spacetime
Published 2018Subjects: “…Calculus of tensors…”
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332
Recovering low‐rank tensor from limited coefficients in any ortho‐normal basis using tensor‐singular value decomposition
Published 2021-05-01Subjects: Get full text
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333
Liouville theorem for steady Q-tensor system of liquid crystal(稳态Q-tensor液晶流的Liouville定理)
Published 2022-07-01Subjects: Get full text
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334
Adaboost modular tensor locality preservative projection: face detection in video using Adaboost modular‐based tensor locality preservative projections
Published 2016-10-01Subjects: “…Adaboost modular-based tensor locality preservative projection…”
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335
introduction to tensors, spinors, and relativistic waveequations (relation structure)
Published 1953Subjects: -
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Tensor analysis : theory and applications to geometry and mechanics of continua /
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Analisis tensor sebagai penyelesaian kepada analisis vektor /
Published 1995Subjects: “…Calculus of tensors…”