covariant derivative उदाहरण वाक्य
उदाहरण वाक्य
- The connection associated with this covariant derivative is completely determined by the tetrad.
- The covariant derivative is convenient however because it commutes with raising and lowering indices.
- where the semicolon represents a covariant derivative, and the brackets denote anti-symmetrization.
- The main strategy of the algorithm is to take covariant derivatives of the Riemann tensor.
- The function is determined by the requirement that the covariant derivative of along is 0.
- The equation for the covariant derivative can be written down in terms of Christoffel symbols.
- In general relativity, the partial derivatives used in special relativity are replaced by covariant derivatives.
- The curvature formula can also be expressed in terms of the second covariant derivative defined as:
- Sometimes \ Box is used to represent the four-dimensional Levi-Civita covariant derivative.
- The covariant derivative of a tensor field is presented as an extension of the same concept.