simultaneously diagonalize造句
例句與造句
- If two matrices share their eigenvectors, they can be simultaneously diagonalized.
- Therefore they can be simultaneously diagonalized, from which follows the claim.
- For a complete set of commuting operators, we can find a unique unitary transformation which will simultaneously diagonalize all of them.
- The commuting self-adjoint operators with odd powers of act on, so can be simultaneously diagonalized by an orthonormal basis.
- A symmetric matrix and another symmetric and positive-definite matrix can be simultaneously diagonalized, although not necessarily via a similarity transformation.
- It's difficult to find simultaneously diagonalize in a sentence. 用simultaneously diagonalize造句挺難的
- If " A " and " B " are real symmetric matrices that commute, then they can be simultaneously diagonalized : there exists a basis of \ mathbb { R } ^ n such that every element of the basis is an eigenvector for both " A " and " B ".