Inflation with an antisymmetric tensor field by Sandeep Aashish, Abhilash Padhy, Sukanta Panda, Arun Rana

“…Abstract We investigate the possibility of inflation with models of antisymmetric tensor field having minimal and nonminimal couplings to gravity. …”
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ON INVARIANTS OF FLUID MECHANICS TENSORS by KRZYSZTOF TESCH

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Lattice gauge tensor networks by Pietro Silvi, Enrique Rico, Tommaso Calarco, Simone Montangero

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Spectral Tensor-Train Decomposition by Engsig-Karup, Allan P., Bigoni, Daniele, Marzouk, Youssef M

“…We propose a new function approximation scheme based on a spectral extension of the tensor-train (TT) decomposition. We first define a functional version of the TT decomposition and analyze its properties. …”
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Sparse tensor algebra compilation by Kjølstad, Fredrik Berg.

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Optimal recovery of tensor slices by Farias, Vivek F., Li, Andrew A.

“…Viewing the matrix we seek to recover and the side information we have as slices of a tensor, we consider the problem of Slice Recovery, which is to recover specific slices of a tensor from noisy observations of the tensor. …”
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Themes in numerical tensor calculus by Mickelin, Oscar

“…This thesis studies several distinct, but related, aspects of numerical tensor calculus. First, we introduce a simple, black-box compression format for tensors with a multiscale structure. …”
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Descent and Forms of Tensor Categories by Etingof, Pavel I., Gelaki, Shlomo

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Stack operation of tensor networks by Zhang, Tianning, Chen, Tianqi, Li, Erping, Yang, Bo, Ang, L. K.

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Array processing using tensors by Jiang, Xiaoqiao

“…In array processing, multiple signal classification (MUSIC) algorithm is usually used to estimate the direction of arrival (DOA).Instead of this, the DOA estimation also can be performed by other method that uses the tensor theory to replace the conventional method. …”
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Integrability and braided tensor categories by Fendley, P

“…I find them naturally and much more generally using a braided tensor category, a topological structure arising in knot invariants, anyons and conformal field theory. …”

In-database learning with sparse tensors by Abo Khamis, M, Ngo, H, Nguyen, X, Olteanu, D, Schleich, M

“…We show that, by synergizing key tools from relational database theory such as schema information, query structure, recent advances in query evaluation algorithms, and from linear algebra such as various tensor and matrix operations, one can formulate in-database learning problems and design efficient algorithms to solve them. …”

Tensors of three affine views by Thorhallsson, T, Murray, D

“…In this paper we specialize the projective unifocal, bifocal, and trifocal tensors to the affine case, and show how the tensors obtained relate to the registered tensors encountered in previous work. …”

The Eliassen-Palm flux tensor by Maddison, JR, Marshall, D

“…The aim of this paper it to derive general coordinate-invariant forms of the Eliassen-Palm flux tensor and thereby characterize the true geometric nature of the eddy-mean-flow interaction in hydrostatic Boussinesq rotating fluids. …”

Categorical Tensor Network States by Biamonte, S, Jaksch, D

“…This general framework of categorical tensor network<br/> states, where a combination of generic and algebraically defined tensors<br/> appear, enhances the theory of tensor network states.…”

Categorical Tensor Network States by Biamonte, J, Clark, SR, Jaksch, D

“…This general framework of categorical tensor network states, where a combination of generic and algebraically defined tensors appear, enhances the theory of tensor network states.…”

The tensor network theory library by Al-Assam, S, Clark, SR, Jaksch, D

“…In this technical paper we introduce the tensor network theory (TNT) library - an open-source software project aimed at providing a platform for rapidly developing robust, easy to use and highly optimised code for TNT calculations. …”

A Tensor Splitting AOR Iterative Method for Solving a Tensor Absolute Value Equation by Yuhan Chen, Chenliang Li

Subjects: “…<i>ℋ</i>⁺-tensor…”
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On Possible Minimal Length Deformation of Metric Tensor, Levi-Civita Connection, and the Riemann Curvature Tensor by Fady Tarek Farouk, Abdel Nasser Tawfik, Fawzy Salah Tarabia, Muhammad Maher

“…This quantum-induced deformation is conjectured to require the generalization of Riemannian spacetime geometry underlying the classical theory of general relativity to an eight-dimensional spacetime fiber bundle, which dictates the deformation of the line element, metric tensor, Levi-Civita connection, Riemann curvature tensor, etc. …”
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Rank revealing‐based tensor completion using improved generalized tensor multi‐rank minimization by Wei Z. Sun, Peng Zhang, Bo Zhao

“…Abstract The authors address the problem of tensor completion from limited samplings. An improved generalized tubal Kronecker decomposition is first proposed to reveal the tensor structure of the targeted data, and the improved generalized tensor tubal‐rank and multi‐rank are also introduced. …”
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