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Jacobian

Pronunciation: /ˈjɑˈkoʊbiən/

Jacobian (noun)

  1. A matrix that represents how a function changes with respect to its variables.

Examples

  • A jacobian is used to describe the rate of change of a function.
  • A Jacobian is a mathematical matrix used in calculus.

Common collocations: calculate the jacobian, determine the jacobian, apply the jacobian

Synonyms of Jacobian

Formal

  • matrix
  • determinant

Related Words

  • matrix
  • determinant
  • jacobian matrix
  • jacobian determinant
  • jacobian form
  • librarian
  • historian