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Laplace-de Rham operator

Laplace-de Rham operator noun: a generalization of the Laplace operator; the anticommutator of the exterior derivative and the codifferential.

Noun

Laplace-de Rham operator (plural Laplace-de Rham operators)

  1. (differential geometry) A generalization of the Laplace operator; the anticommutator of the exterior derivative and the codifferential.
    Synonyms:
    form Laplacian, Hodge Laplacian

Synonyms of Laplace-de Rham operator

  • form Laplacian
  • Hodge Laplacian

Forms of Laplace-de Rham operator

pluralLaplace-de Rham operators

Questions about Laplace-de Rham operator

What does Laplace-de Rham operator mean?
Laplace-de Rham operator means a generalization of the Laplace operator; the anticommutator of the exterior derivative and the codifferential.
What part of speech is Laplace-de Rham operator?
Laplace-de Rham operator is a noun.
What is the plural of Laplace-de Rham operator?
The plural of Laplace-de Rham operator is Laplace-de Rham operators.

Words near Laplace-de Rham operator in the dictionary

  1. Laplace transforms
  2. Laplace's demon
  3. Laplace's equation
  4. Laplace-Beltrami operator
  5. Laplace-Beltrami operators
  6. Laplace-de Rham operator
  7. Laplacean
  8. Laplaceans
  9. Laplaces
  10. laplacian
  11. Laplacian matrix

Source and license

Adapted from Wiktionary: Laplace-de Rham operator (page history and authors). Text available under the Creative Commons Attribution-ShareAlike 4.0 license. Word.ws reformatted the entry and added links. Wiktionary data of 2026-09-02.

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