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Riemannian Laplace Approximation with the Fisher Metric

Klami Arto, Williams Bernardo, Yu Hanlin, Hartmann Marcelo   +3 more
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Topological entropy and metric Fisher

2022
Topological entropy and metric ...
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Surface and holographic metric fisher

2021
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The Fisher-Rao Metric in Computer Vision

Proceedings of the 28th ACM International Conference on Information and Knowledge Management, 2019
The Fisher-Rao metric is a Riemannian metric defined on any manifold that forms the parameter space for a family of probability distributions. The metric is specified by quadratic forms defined on the tangent spaces of the manifold. If a parameterisation of the manifold is chosen then each quadratic form is given by a symmetric positive definite matrix.
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Surface integral and metric Fisher

2022
Surface integral and metric ...
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Topological action and metric Fisher

2022
Topological action and metric ...
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Fisher information and metric flow

2022
Duality information and metric ...
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Metric Fisher and holographic Flow

2022
Metric Flow and bound ...
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Conformal action and fisher metric

2020
Conformal action and conformal fisher ...
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