identity matrix वाक्य
उदाहरण वाक्य
मोबाइल
- A nonzero scalar multiple of an identity matrix is called a " scalar " matrix.
- The formula defines a translation if and only if " A " is the identity matrix.
- The identity matrix of a given size is the only idempotent matrix of that size having full rank.
- Where p and q were matrices for location and momentum p, and I is the identity matrix.
- Where X ^ 0 is defined to be the identity matrix I with the same dimensions as X.
- This is equivalent to saying that " A " times its transpose must be the identity matrix.
- An alternative decomposition is into completely polarized ( zero determinant ) and unpolarized ( scaled identity matrix ) components.
- However, every identity matrix with at least two rows and columns has an infinitude of symmetric square roots.
- In the case of an orthonormalised basis set the overlap matrix, S, reduces to the identity matrix.
- The matrix corresponding to this bilinear form ( see below ) on a standard basis is the identity matrix.
- Where I is the 3 x 3 identity matrix and \ boldsymbol \ tau is the deviatoric stress tensor.
- This time there is a 2 ?2 identity matrix pre-multiplying the energy operator conventionally not written.
- Throughout, " ? ij " is the Kronecker delta, the components of the identity matrix.
- It follows that the determinant of the identity matrix is 1 and the trace is " n ".
- If this matrix were the identity matrix, then the flavor eigenstates would be the same as the mass eigenstates.
- Indices are " raised " or " lowered " by multiplication by an appropriate matrix, often the identity matrix.
- Now it is straightforward to verify closure, associativity, and inclusion of identity ( the identity matrix ) and inverses.
- A "'scalar matrix "'is a diagonal matrix which is a constant times the identity matrix.
- The factors are determined up to the negative 4th-order identity matrix, i . e . the central inversion.
- Here I is the identity matrix of the same dimension as A, and h is a real, positive number.
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