orthogonal group उदाहरण वाक्य
उदाहरण वाक्य
- The structure group is the orthogonal group.
- The circle group is therefore isomorphic to the special orthogonal group SO ( 2 ).
- In particular, the space of spinors is a projective representation of the orthogonal group.
- The orthogonal group, consisting of all proper and improper rotations, is generated by reflections.
- If the gauge symmetry is an orthogonal group then this class is the first Pontrjagin class.
- This structure theory is compatible with the action of the pseudo-orthogonal groups plus dilatations.
- The Cartan Dieudonn?theorem describes the structure of the orthogonal group for a non-singular form.
- Thus reflections generate the orthogonal group, and this result is known as the Cartan Dieudonn?theorem.
- The Lie algebra of the generalized orthogonal group o ( 1, n ) is given by matrices
- Recall from the previous section that there is a homomorphism from the Clifford group onto the orthogonal group.