orthonormal उदाहरण वाक्य
उदाहरण वाक्य
- The following results are true for orthonormal bases, not orthogonal ones.
- Every orthonormal basis in a separable Hilbert space is a Schauder basis.
- For the last, you typically pick an orthonormal basis.
- Thus an orthonormal basis can be chosen on each eigenspace so that:
- In particular, every orthonormal set of vectors is isotropic.
- the columns in are orthonormal and can be extended to an orthonormal basis.
- the columns in are orthonormal and can be extended to an orthonormal basis.
- These orbitals form an orthonormal basis for the wave function of the electron.
- Here the frames are required to be orthonormal with respect to the metric.
- Suppose that orthonormal eigenvectors of " T " have been found.