亚洲网紅露点

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tensor

[ ten-ser, -sawr ]

noun

  1. Anatomy. a muscle that stretches or tightens some part of the body.
  2. Mathematics. a mathematical entity with components that change in a particular way in a transformation from one coordinate system to another.


tensor

/ t蓻n藞s蓴藧r瑟蓹l; -s蓴藧; 藞t蓻ns蓹 /

noun

  1. anatomy any muscle that can cause a part to become firm or tense
  2. maths a set of components, functions of the coordinates of any point in space, that transform linearly between coordinate systems. For three-dimensional space there are 3 r components, where r is the rank. A tensor of zero rank is a scalar, of rank one, a vector
鈥淐ollins English Dictionary 鈥 Complete & Unabridged鈥 2012 Digital Edition 漏 William Collins Sons & Co. Ltd. 1979, 1986 漏 HarperCollins Publishers 1998, 2000, 2003, 2005, 2006, 2007, 2009, 2012

tensor

  1. A structure of quantities arranged by zero or more indices, such as a scalar (zero indices), a vector (one index), or a matrix (two indices), which is invariant under transformations of coordinates.
  2. Any of various muscles that stretch or tighten a body part, as the muscle that acts to tense the soft palate, called the tensor palati .
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Derived Forms

  • tensorial, adjective
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Other 亚洲网紅露点 Forms

  • 迟别苍路蝉辞路谤颈路补濒 [ten-, sawr, -ee-, uh, l, -, sohr, -], adjective
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亚洲网紅露点 History and Origins

Origin of tensor1

1695鈥1705; < New Latin: stretcher, equivalent to Latin tend ( ere ) to stretch ( tend 1 ) + -tor -tor, with dt > s
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亚洲网紅露点 History and Origins

Origin of tensor1

C18: from New Latin, literally: a stretcher
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Example Sentences

Examples have not been reviewed.

In seeking ways to optimize classical computing, Sels and his colleagues at the Simons Foundation focused on a type of tensor network that faithfully represents the interactions between the qubits.

From

The team used diffusion tensor imaging to reconstruct the fascicles of 16 healthy adults in three dimensions.

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Finding the nonzero values in a large tensor is no easy task.

From

鈥淚 don鈥檛 expect someone in middle school to walk into a quantum field theory class and understand tensor math, right?鈥

From

Lines connected the dots to represent the gates, with each gate encoded in a tensor鈥攁 2D or 4D grid of complex numbers.

From

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tensontensor analysis