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Randomized Algorithms for Computing the Generalized Tensor SVD Based on the Tensor Product
Ahmadi-Asl S., Rezaeian N., Ugwu U.O.
This work deals with developing two fast randomized algorithms for computing the generalized tensor
Finite strains: Objective rates, conjugate stress tensors, constitutive equations for composite materials
Golovanov A.
media is presented. A system of principal directions of the left and right tensors of distortions
Tensor computations in computer algebra systems
Korol'Kova A.V., Kulyabov D.S., Sevast'Yanov L.A.
This paper considers three types of tensor computations. On their basis, we attempt to formulate
On tensors and multidimensional matrices in multidimensional probabilistic modeling
Mukha, V. S.
In this article, the analysis of the general concepts both of the tensor and multidimensional
Multidimensional-matrix representation of tensor
Mukha, V. S.
The multidimensional-matrix representation of the arbitrary order tensor is represented which
Finite strains: Objective rates, conjugate stress tensors, constitutive equations for composite materials
Golovanov A.
media is presented. A system of principal directions of the left and right tensors of distortions
Isotropic covariant tensors in Rn
Virchenko, Yu. P.
Statements about the dimension d(r,n) of L(n)r and basis tensors in them are proved. It is shown
Scalar–Tensor Gravitation
Leonovich, A. A., Tarasenko, A., Vyblyi, Yu., Леонович, А. А., Тарасенко, А., Выблый, Ю. П.
In the frameworks of scalar-tensor gravitational theory the Lagrangian of scalar field whose source
Kinematics of finite elastoplastic deformations
Golovanov A.
and nonelastic (plastic) components in the multiplicative representation of the deformation gradient tensor. We
Statistical determination of the tensor of viscosity coefficients
Vikhrenko, V. S., Nemtsov, V. B., Pott, L. A.
Statistical determination of the tensor of viscosity coefficients

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