statistical manifold造句
例句与造句
- All finite-dimensional statistical manifolds can be understood in this way.
- The converse is also true : every torsion-free dualistic structure on a statistical manifold is induced from some globally defined divergence function ( which however need not be unique ).
- That is, the Fisher information metric on a statistical manifold is simply ( four times ) the Euclidean metric restricted to the positive quadrant of the sphere, after appropriate changes of variable.
- It is similar to the Hellinger metric ( in the sense that induces the same affine connection on a statistical manifold ), and equal to one-half the so-called " Jeffreys divergence ".
- A simple example of a statistical manifold, taken from physics, would be the canonical ensemble : it is a one-dimensional manifold, with the temperature " T " serving as the coordinate on the manifold.
- It's difficult to find statistical manifold in a sentence. 用statistical manifold造句挺难的
- In statistics and information geometry, "'divergence "'or a "'contrast function "'is a function which establishes the " distance " of one probability distribution to the other on a statistical manifold.
- The family of all normal distributions, parametrized by the expected value " & mu; " and the variance " ? " 2 e " 0, with the Riemannian metric given by the Fisher information matrix, is a statistical manifold.