Pages that link to "Item:Q2349150"

The following pages link to Information geometry and sufficient statistics (Q2349150):

Displaying 50 items.

• Examples of the application of nonparametric information geometry to statistical physics (Q280599) (← links)
• Information geometry formalism for the spatially homogeneous Boltzmann equation (Q296337) (← links)
• Studies of information quantities and information geometry of higher order cumulant spaces (Q716255) (← links)
• On the relation between geometrical quantum mechanics and information geometry (Q888757) (← links)
• The relation between information theory and the differential geometry approach to statistics (Q1086923) (← links)
• Information geometry of estimating functions in semi-parametric statistical models (Q1361123) (← links)
• Information geometry and statistical manifold. (Q1419107) (← links)
• An interpolating distance between optimal transport and Fisher-Rao metrics (Q1704812) (← links)
• Chentsov's theorem for exponential families (Q1713653) (← links)
• On the global geometry of parametric models and information recovery (Q1763106) (← links)
• Information geometry for symmetric diffusions (Q1841541) (← links)
• Semi-invariant Riemannian metrics in hydrodynamics (Q1984783) (← links)
• Statistical mirror symmetry (Q1995637) (← links)
• Fisher-Rao geometry of Dirichlet distributions (Q1995661) (← links)
• Invariant metric under deformed Markov embeddings with overlapped supports (Q2038595) (← links)
• Information geometry on the curved \(q\)-exponential family with application to survival data analysis (Q2151790) (← links)
• Geometry on degradation models and mis-specification analysis by using \(\alpha\)-divergence (Q2161783) (← links)
• The Kähler geometry of certain optimal transport problems (Q2194410) (← links)
• The geometric structure on a degradation model with application to optimal design under a cost constraint (Q2196051) (← links)
• Amari-Chentsov structure on the statistical manifold of models for accelerated life tests (Q2273146) (← links)
• Manifolds of classical probability distributions and quantum density operators in infinite dimensions (Q2279964) (← links)
• A class of non-parametric statistical manifolds modelled on Sobolev space (Q2279966) (← links)
• Geometry on the statistical manifold induced by the degradation model with soft failure data (Q2315926) (← links)
• From Hessian to Weitzenböck: manifolds with torsion-carrying connections (Q2317526) (← links)
• On geodesic completeness for Riemannian metrics on smooth probability densities (Q2406077) (← links)
• The uniqueness of the Fisher metric as information metric (Q2409399) (← links)
• Information geometry of the Gaussian space (Q2417767) (← links)
• Uniqueness of the Fisher-Rao metric on the space of smooth densities (Q2812004) (← links)
• (Q4341416) (← links)
• The Markowitz Category (Q4553798) (← links)
• Manifolds of differentiable densities (Q4615428) (← links)
• Warped Riemannian Metrics for Location-Scale Models (Q4967761) (← links)
• Nonparametric Estimations and the Diffeological Fisher Metric (Q5021896) (← links)
• Information Geometry and Quantum Fields (Q5021909) (← links)
• The basics of information geometry (Q5066319) (← links)
• Failures of information geometry (Q5066320) (← links)
• Quantum enhanced metrology of Hamiltonian parameters beyond the Cramèr–Rao bound (Q5114381) (← links)
• (Q5887460) (← links)
• (Q5888310) (← links)
• Quantum information geometry of driven CFTs (Q6056922) (← links)
• Information geometry, Jordan algebras, and a coadjoint orbit-like construction (Q6085578) (← links)
• Hommage to Chentsov's theorem (Q6138789) (← links)
• Natural differentiable structures on statistical models and the Fisher metric (Q6138799) (← links)
• Parametric models and information geometry on \(W^\star\)-algebras (Q6138803) (← links)
• The Fisher-Rao loss for learning under label noise (Q6170222) (← links)
• The \(L^p\)-Fisher-Rao metric and Amari-Čencov \(\alpha\)-connections (Q6193938) (← links)
• Designing universal causal deep learning models: The geometric (Hyper)transformer (Q6196301) (← links)
• An Ay-Lê-Jost-Schwachhöfer type characterization of quantitatively weakly sufficient statistics (Q6616257) (← links)
• On closed-form expressions for the Fisher-Rao distance (Q6660910) (← links)
• On statistics which are almost sufficient from the viewpoint of the Fisher metrics (Q6660918) (← links)