| 释义 |
Definition of Ricci tensor in English: Ricci tensornoun ˈriːtʃiˈrēCHē Mathematics A set of components that describes part of the curvature of space–time. It is a symmetric second-order tensor. Example sentencesExamples - Grossmann gave Einstein the Riemann - Christoffel tensor which, together with the Ricci tensor which can be derived from it, were to become the major tools in the future theory.
Origin 1920s: named after Curbastro G. Ricci (1853–1925), Italian mathematician. Definition of Ricci tensor in US English: Ricci tensornounˈrēCHē Mathematics A set of components that describes part of the curvature of space-time. It is a symmetric second-order tensor. Example sentencesExamples - Grossmann gave Einstein the Riemann - Christoffel tensor which, together with the Ricci tensor which can be derived from it, were to become the major tools in the future theory.
Origin 1920s: named after Curbastro G. Ricci (1853–1925), Italian mathematician. |