Tensor Algebras in Finite Tensor Categories by Etingof, Pavel, Kinser, Ryan, Walton, Chelsea

“…We work within the broader framework of finite (multi-)tensor categories $\mathcal{C}$, classifying tensor algebras in $\mathcal{C}$ in terms of $\mathcal{C}$-module categories. …”
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Tensors/ by Vanicek, Petr, 1935-

Subjects: “…Calculus of tensors…”

An investigation of sparse tensor formats for tensor libraries by Tew, Parker Allen

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Sparse tensor transpositions in the tensor algebra compiler by Mueller, Suzanne A.

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Matrices and tensors/ by 311318 Hall, George Garfield

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Tensor calculus by 277071 Golab, Stanislaw

Subjects: “…Calculus of tensors…”

Tensor analysis by 323280 Nelson, Edward

Subjects: “…Calculus of tensors…”

Tensor calculus / by 213446 Spain, Barry

Subjects: “…Calculus of tensors…”

Tensor calculus by Synge, J. L. (John Lighton), 1897-

Subjects: “…Calculus of tensors…”

Tensor calculus / by 187869 De, U. C., Ali Shaikh Absos, Sengupta, Joydeep

Subjects: “…Calculus of tensors…”

Tensor calculus

Vectors and tensors in...

Eigenconfigurations of tensors by Abo, H, Seigal, A, Sturmfels, B

“…Likewise, polynomial self-maps of a projective space are represented by tensors. We study the configuration of fixed points of a tensor or symmetric tensor.…”

Tensor algebra and tensor analysis for engineers : with applications to continum mechanics/ by 223864 Itskov, Mikhail

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Math Tensor : a system for doing tensor analysis by computer / by 304439 Parker, Leonard, Christensen, Steven M.

Subjects: “…MathTensor…”

A New Model for Tensor Completion: Smooth Convolutional Tensor Factorization by Hiromu Takayama, Tatsuya Yokota

Subjects: “…Tensor completion…”
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Low-Rank Tensor Completion by Sum of Tensor Nuclear Norm Minimization by Yaru Su, Xiaohui Wu, Wenxi Liu

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Fast and Accurate Tensor Completion with Total Variation Regularized Tensor Trains by Ko, Ching-Yun, Batselier, Kim, Yu, Wenjian, Wong, Ngai

“…We propose a new tensor completion method based on tensor trains. The to-be-completed tensor is modeled as a low-rank tensor train, where we use the known tensor entries and their coordinates to update the tensor train. …”
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Categorified trace for module tensor categories over braided tensor categories by Henriques, A, Penneys, D, Tener, J

“…Given a braided pivotal category C and a pivotal module tensor categoryM, we define a functor TrC :M→ C, called the associated categorified trace. …”

Tensors in electrical engineering/ by 183742 Lynn, John Williamson

Subjects: “…Calculus of tensors…”