Pages that link to "Item:Q2259764"
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The following pages link to On maximum likelihood estimation of the concentration parameter of von Mises-Fisher distributions (Q2259764):
Displaying 19 items.
- High-order parameter approximation for von Mises-Fisher distributions (Q388596) (← links)
- Concentration inequality of maximum likelihood estimator (Q990811) (← links)
- On estimating error concentration parameter for circular functional model (Q1432049) (← links)
- Saddlepoint approximations to the distribution of the total distance of the multivariate isotropic and von Mises-Fisher random walks (Q1678526) (← links)
- On the exact maximum likelihood inference of Fisher-Bingham distributions using an adjusted holonomic gradient method (Q1704019) (← links)
- A von Mises-Fisher mixture model for clustering numerical and categorical variables (Q2089300) (← links)
- Functional clustering on a circle using von Mises mixtures (Q2241539) (← links)
- Parameter estimation for von Mises-Fisher distributions (Q2271704) (← links)
- A short note on parameter approximation for von Mises-Fisher distributions: and a fast implementation of \(I_{s}(x)\) (Q2512779) (← links)
- Two classical properties of the Bessel quotient 𝐼_{𝜈+1}/𝐼_{𝜈} and their implications in pde’s (Q3296048) (← links)
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- On bounds for Kummer’s function ratio (Q5029479) (← links)
- Poisson Kernel-Based Clustering on the Sphere: Convergence Properties, Identifiability, and a Method of Sampling (Q5066746) (← links)
- Clustering of seasonal events: A simulation study using circular methods (Q5085083) (← links)
- Efficient von Mises–Fisher concentration parameter estimation using Taylor series (Q5222281) (← links)
- On model-based clustering of directional data with heavy tails (Q6147512) (← links)
- Family of integrable bounds for the logarithmic derivative of Kummer's function (Q6491648) (← links)
