Pages that link to "Item:Q977803"
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The following pages link to \(\kappa \)-exponential models from the geometrical viewpoint (Q977803):
Displaying 16 items.
- Deformed exponentials and applications to finance (Q280540) (← links)
- Examples of the application of nonparametric information geometry to statistical physics (Q280599) (← links)
- Theoretical foundations and mathematical formalism of the power-law tailed statistical distributions (Q280659) (← links)
- Information geometry formalism for the spatially homogeneous Boltzmann equation (Q296337) (← links)
- Deformed algebras and generalizations of independence on deformed exponential families (Q296345) (← links)
- On \(\varphi \)-families of probability distributions (Q376254) (← links)
- Geometry of \(q\)-exponential family of probability distributions (Q400878) (← links)
- Power-law tailed statistical distributions and Lorentz transformations (Q430640) (← links)
- A statistical manifold modeled on Orlicz spaces using Kaniadakis \(\kappa\)-exponential models (Q491823) (← links)
- Dually flat geometries of the deformed exponential family (Q1618530) (← links)
- A generalized quantum relative entropy (Q2194502) (← links)
- THE MINIMAL κ-ENTROPY MARTINGALE MEASURE (Q3166715) (← links)
- PHYSICAL ORIGIN OF THE POWER-LAW TAILED STATISTICAL DISTRIBUTIONS (Q4918260) (← links)
- Rho-Tau Embedding of Statistical Models (Q4967752) (← links)
- A Class of Non-parametric Deformed Exponential Statistical Models (Q4967753) (← links)
- On Normalization Functions and $$\varphi $$-Families of Probability Distributions (Q5153512) (← links)
