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Wave Propagation Analysis in the Homogenized Second-Gradient Medium: A Direct and Inverse Approach. [PDF]
Al Fayadh F, Lakiss H, Reda H.
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CeyeHao: AI-driven microfluidic flow programming with hierarchically assembled obstacles and receptive field-augmented neural network. [PDF]
Yang Z +7 more
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Cut-Enabled Mechanical Metamaterials for Multimodal and Reprogrammable Static Nonreciprocity. [PDF]
Zhang J +8 more
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Magnetic geometry induced quantum geometry and nonlinear transports. [PDF]
Zhu H, Li J, Chen X, Yu Y, Liu Q.
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The tensor phase under a tensor–tensor product
Computational and Applied MathematicszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ding, Jiadong +3 more
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The Journal of Dermatologic Surgery and Oncology, 1990
Abstract. The suture tensor is a simple stainless steel device that pulls the ends of a running subcuticular suture in opposite directions, maintaining the desired closure. The benefits of the use of this device may include minimization of train‐track and excisional scarification (via the enhanced maintenance of “tenting”), time savings, and ...
P J, Weber, L M, Dzubow, A E, Wulc
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Abstract. The suture tensor is a simple stainless steel device that pulls the ends of a running subcuticular suture in opposite directions, maintaining the desired closure. The benefits of the use of this device may include minimization of train‐track and excisional scarification (via the enhanced maintenance of “tenting”), time savings, and ...
P J, Weber, L M, Dzubow, A E, Wulc
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Tensor SOM and tensor GTM: Nonlinear tensor analysis by topographic mappings
Neural Networks, 2016In this paper, we propose nonlinear tensor analysis methods: the tensor self-organizing map (TSOM) and the tensor generative topographic mapping (TGTM). TSOM is a straightforward extension of the self-organizing map from high-dimensional data to tensorial data, and TGTM is an extension of the generative topographic map, which provides a theoretical ...
Tohru Iwasaki, Tetsuo Furukawa
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1994
Abstract WE are accustomed to deal with certain physical quantities such as mass and energy which are in no way connected with the orientation of our coordinate system and which have no directional properties. Such quantities a.re sea.la.rs, or tensors of rank zero.
D M Brink, G R Satchler
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Abstract WE are accustomed to deal with certain physical quantities such as mass and energy which are in no way connected with the orientation of our coordinate system and which have no directional properties. Such quantities a.re sea.la.rs, or tensors of rank zero.
D M Brink, G R Satchler
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