derivative operator meaning in Hindi

Examples

1. This particular derivative operator has a Green's function:
2. where \ nabla represents the flat-space derivative operator.
3. where \ mathcal { D } denotes the derivative operator.
4. Neither the interior derivative operator nor the exterior derivative operator is invertible.
5. Neither the interior derivative operator nor the exterior derivative operator is invertible.
6. Note that although the derivative operator is not continuous, it is closed.
7. In addition to the wedge product, there is also the exterior derivative operator.
8. This means that is a Green's function for the second derivative operator.
9. The Laplace operator ? and the partial derivative operator will commute on this class of functions.
10. with \ boldsymbol { \ nabla } the gradient operator and \ partial _ t the time derivative operator.