Results 151 to 160 of about 1,179 (183)

Finite element-based prioritization of pelvic floor muscles for rehabilitation to maintain urinary and fecal control in elderly women. [PDF]

Front Physiol
Wang R, Liu G, Jing L, Zhao T, Qian X.
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Atomate2: modular workflows for materials science.

Digit Discov
Ganose AM, Sahasrabuddhe H, Asta M, Beck K, Biswas T, Bonkowski A, Bustamante J, Chen X, Chiang Y, Chrzan DC, Clary J, Cohen OA, Ertural C, Gallant MC, George J, Gerits S, Goodall REA, Guha RD, Hautier G, Horton M, Inizan TJ, Kaplan AD, Kingsbury RS, Kuner MC, Li B, Linn X, McDermott MJ, Mohanakrishnan RS, Naik AN, Neaton JB, Parmar SM, Persson KA, Petretto G, Purcell TAR, Ricci F, Rich B, Riebesell J, Rignanese GM, Rosen AS, Scheffler M, Schmidt J, Shen JX, Sobolev A, Sundararaman R, Tezak C, Trinquet V, Varley JB, Vigil-Fowler D, Wang D, Waroquiers D, Wen M, Yang H, Zheng H, Zheng J, Zhu Z, Jain A.   +55 more
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Collineations of the Ricci tensor

Journal of Mathematical Physics, 1993
Ricci collineations for the Ricci tensor which is constructed from a general spherically symmetric and static metric are classified for all possibilities of Rab(r) (such that Rab≠0 for a=b). It turns out that the only collineations admitted by this tensor can be ten, six, or four and there does not appear any case in between.
Bokhari, Ashfaque H., Qadir, Asghar
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Ricci tensor with six collineations

International Journal of Theoretical Physics, 1992
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Warped Product Metrics with Rank-1 Ricci Tensor

EAS Publications Series, 2008
Locally 2+2 warped product metrics with a Lorentzian base and Riemannian fiber are described in Newman-Penrose formalism. It is shown that solutions with rank-1 Ricci tensor are characterized by Φ 11 + 3Λ = 0 and Φ 00 Φ 22 = (Φ 11 -3Λ) 2 .
Bilge A.H., Daghan D.
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On Hermitian surfaces with J -invariant Ricci tensor

Journal of Geometry, 2001
Let \(M(J,g)\) be a compact Hermitian surface. Let \(s\) denote the usual scalar curvature of \(M(J,g)\), and \(k\) its conformal scalar curvature. By definition, \(k\) is the scalar curvature with respect to \(g\) of the canonical Weyl structure associated to the Hermitian structure \((J,g)\).
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Parallel convolutional processing using an integrated photonic tensor core

Nature, 2021
Johannes Feldmann, Nathan Youngblood
exaly  

Ricci tensor, n.

2023
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Tensor lattice field theory for renormalization and quantum computing

Reviews of Modern Physics, 2022
Yannick Meurice, Ryo Sakai, Judah F Unmuth-Yockey   +2 more
exaly