covariant Sentence Examples
- In mathematics, a covariant transformation refers to a change of coordinates in which the form of equations remains the same.
- The covariant components of a vector change in a particular way under coordinate transformations.
- Einstein's theory of general relativity involves tensors that transform according to specific covariant rules.
- Covariant derivatives are used in differential geometry to describe how vectors change along curves or surfaces.
- The covariant nature of certain physical laws ensures that they remain unchanged under different reference frames.
- In quantum mechanics, the wave function transforms covariantly under rotations and translations.
- Covariant tensors have indices that transform according to the rules of covariance.
- The covariant basis vectors define the coordinate system in which the components of a vector are measured.
- Maxwell's equations in electromagnetism are covariant under Lorentz transformations.
- The principle of covariance plays a fundamental role in modern physics, allowing for the formulation of theories that are consistent across different coordinate systems.
covariant Meaning
Wordnet
covariant (s)
changing so that interrelations with another variable quantity or set of quantities remain unchanged
Synonyms & Antonyms of covariant
No Synonyms and anytonyms found
FAQs About the word covariant
changing so that interrelations with another variable quantity or set of quantities remain unchanged
No synonyms found.
No antonyms found.
In mathematics, a covariant transformation refers to a change of coordinates in which the form of equations remains the same.
The covariant components of a vector change in a particular way under coordinate transformations.
Einstein's theory of general relativity involves tensors that transform according to specific covariant rules.
Covariant derivatives are used in differential geometry to describe how vectors change along curves or surfaces.
