List questions from information-geometry

Published on 11 Nov 2022 - 13:21

47

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Question about Affine Connection

Published on 28 Nov 2022 - 10:35

36

Views

Question about exponential family

Published on 03 Dec 2022 - 16:29

169

Views

Simple question on calculation of Fisher metric for $p(x,\theta)$

Published on 04 Dec 2022 - 15:57

53

Views

Question about the statistical manifold and Fisher metric

Published on 05 Dec 2022 - 6:34

40

Views

Question about $\alpha-$affine manifold of a statistical model

Published on 06 Dec 2022 - 5:26

105

Views

Question about duality of connections in a manifold

Published on 06 Dec 2022 - 6:45

88

Views

Question about the curvature of dual connection in a manifold

Published on 06 Dec 2022 - 10:38

141

Views

Question about Dually flat manifolds

Published on 07 Dec 2022 - 18:04

353

Views

Question about the definition of Markov kernel

Published on 08 Dec 2022 - 13:20

183

Views

Fisher information matrix of the binomial distribution

Published on 17 Dec 2022 - 6:24

42

Views

What is the idea behind taking sequence of linear family $ \mathcal{L_n}$ in proving $\mathcal{L} \cap \xi_{Q}\neq \phi$?

Published on 17 Dec 2022 - 17:11

36

Views

Why the $\alpha-$divergence is defined in the following way (Information Geometry)

Published on 20 Dec 2022 - 17:08

List Question

Question about connection coefficient on a manifold.

Question about Affine Connection

Question about exponential family

Simple question on calculation of Fisher metric for $p(x,\theta)$

Question about the statistical manifold and Fisher metric

Question about $\alpha-$affine manifold of a statistical model

Question about duality of connections in a manifold

Question about the curvature of dual connection in a manifold

Question about Dually flat manifolds

Question about the definition of Markov kernel

Fisher information matrix of the binomial distribution

What is the idea behind taking sequence of linear family $ \mathcal{L_n}$ in proving $\mathcal{L} \cap \xi_{Q}\neq \phi$?

Why the $\alpha-$divergence is defined in the following way (Information Geometry)

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