| • द्वि घात अवकल | |
| quadratic: द्विघात | |
| differential: अंतर अवकल भिन्नक | |
quadratic differential मीनिंग इन हिंदी
quadratic differential उदाहरण वाक्य
उदाहरण वाक्य
अधिक: आगे- is invariant under ?, so determine quadratic differentials on " S ".
- These give rise, via the Schwarzian derivative, to quadratic differentials on X.
- In other words, deformations are regulated by holomorphic quadratic differentials on a Riemann surface, again something known classically.
- The Weil Petersson metric is the Riemannian metric defined by the L ^ 2 inner product on quadratic differentials.
- Quadratic differentials on a Riemann surface X are identified with the tangent space at ( X, f ) to Teichm�ller space.
- Mind you, this is the son who has never made a B in his life, who can explain Einstein's theory of relativity and analyze quadratic differentials.
- This implies for instance the generation of the quadratic differentials on such curves by the differentials of the first kind; and this has consequences for the local Torelli theorem.
- In this way, the Teichm�ller space of " S " is realized as an open subspace of the finite-dimensional complex vector space of quadratic differentials on " S ".
- The name of the society was chosen at random by Higman from the titles of the books; in this case, Oswald Veblen's " Invariants of Quadratic Differential Forms ".
- If X is a Riemann surface then the vector space of quadratic differentials on X is naturally identified with the tangent space to Teichm�ller space at any point above X.
