Etymologically

Etymology and origin of the English word tensor

Confidence
Established
Formation
Borrowing
First attested
1704 Harris's Lexicon Technicum More words from the 18th century
Borrowed from
Latin tensor
Ultimate origin
Latin tendō

Pronunciation

  • UK: /ˈtɛn.sə/, /ˈtɛn.sɔː/[1]
  • US: /ˈtɛn.sɚ/, /ˈtɛn.sɔɹ/[1]

Etymology

It is borrowed from New Latin tensor,[2][3][4][5][6] an agent noun[2][3] from Latin tēnsus, the past participle of tendō (“to stretch”),[4][5][6] with the suffix -or.[6][4] Dictionary.com glosses the New Latin word "stretcher".[7] Etymonline traces the verb to Proto-Indo-European *ten- (“to stretch”).[3] The Shorter Oxford takes the mathematical sense as formed after vector.[8]

Earliest recorded meaning

A muscle that stretches or tightens a part of the body: 1704, in Harris's Lexicon Technicum.[2][4][3] Dictionary.com dates the word to 1695–1705.[7]

Semantic evolution

The anatomical word was taken into mathematics by W. R. Hamilton in 1846, in his theory of quaternions, for a quantity expressing the ratio by which the length of a vector is increased;[2][8] the Shorter Oxford marks that use obsolete.[8] The modern sense, an abstract entity represented by an array of components that are functions of coordinates and change in a set way when the coordinates are transformed, is recorded from 1916, in the Monthly Notices of the Royal Astronomical Society.[2] Merriam-Webster describes such a tensor as a generalized vector with more than three components.[6][9]

Timeline

  • 1704 – a muscle that stretches or tightens a part.[2][4][3]
  • 1846 – in quaternions, the ratio by which a vector's length is increased.[2]
  • 1916 – an array of components that transform in a set way under a change of coordinates.[2]

Meanings

Noun

  1. (anatomy) A muscle that stretches or tightens a part of the body; also called a tensor muscle.[10][6][2]
  2. (mathematics) A set of components, functions of the coordinates of a point in space, that transform linearly from one coordinate system to another; a generalization of a vector.[10][6][2]
  3. (mathematics, obsolete) In quaternions, the quantity giving the ratio by which a vector's length is increased.[2][8]

Word family

  • tensorial

References

  1. ^ a b Wiktionary, the free dictionary, https://en.wiktionary.org
  2. ^ a b c d e f g h i j k Oxford English Dictionary Online (accessed March 2026), Oxford: Oxford University Press
  3. ^ a b c d e Harper, Douglas. Online Etymology Dictionary, https://www.etymonline.com
  4. ^ a b c d e Barnhart, Robert K. (1988), The Barnhart Dictionary of Etymology
  5. ^ a b The American Heritage Dictionary of the English Language (online 2024), 5th ed., Boston: Houghton Mifflin Harcourt
  6. ^ a b c d e f Merriam-Webster Unabridged Dictionary (2024), online ed., Springfield, Mass.: Merriam-Webster
  7. ^ a b Dictionary.com Unabridged (2016), based on the Random House Unabridged Dictionary, New York: Random House
  8. ^ a b c d Shorter Oxford English Dictionary on Historical Principles (2002), 5th ed., ed. William R. Trumble and Angus Stevenson, Oxford: Oxford University Press
  9. ^ Merriam-Webster's Collegiate Dictionary (2003), 11th ed., Springfield, Mass.: Merriam-Webster
  10. ^ a b Collins English Dictionary (2023), Glasgow: HarperCollins

Related etymologies

Cite this entry

“Tensor.” Etymologically, 8 Nov. 2026, etymologically.com/en/tensor. Accessed 9 Nov. 2026.

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