identity matrix वाक्य
उदाहरण वाक्य
मोबाइल
- The matrix is " not " necessarily the identity matrix.
- Any such matrix is its own square root of the identity matrix.
- The modal mass matrix is therefore an identity matrix)
- The covariance matrix of " T " will be the identity matrix.
- The identity matrix is the only matrix which is both upper and lower unitriangular.
- And is the-by-identity matrix.
- This is equivalent to a matrix times its inverse being equal to the identity matrix.
- Where ? " i k " is the Kronecker delta or identity matrix.
- Where \ mathbf { I } here denotes a 3 \ times 3 identity matrix.
- For, where denotes the identity matrix.
- The matrix I is the identity matrix.
- Here is the 3d identity matrix.
- Where I is the identity matrix.
- Also they commute with " A " and their sum is the identity matrix.
- When an idempotent matrix is subtracted from the identity matrix, the result is also idempotent.
- It is assumed that the overlap matrix " S " is the identity matrix.
- For example, take the scalar multiples of the identity matrix by integer powers of 2.
- Where is the identity matrix and is a unit vector representing the reaction path tangent at.
- For example the negative of the identity matrix in four dimensions ( the central inversion ),
- The elementary matrix for any row operation is obtained by executing the operation on the identity matrix.
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