References in zbMATH (referenced in 68 articles )

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  1. Ainsleigh, Phillip: A method for computing moments of quadratic forms involving wrapped random variables (2017)
  2. Jammalamadaka, S.Rao; Kozubowski, Tomasz J.: A general approach for obtaining wrapped circular distributions via mixtures (2017)
  3. Ley, Christophe; Swan, Yvik; Verdebout, Thomas: Efficient ANOVA for directional data (2017)
  4. Bergmann, Ronny; Weinmann, Andreas: A second-order TV-type approach for inpainting and denoising higher dimensional combined cyclic and vector space data (2016)
  5. Dakovic, R.; Denker, M.; Gordin, M.: Circular unitary ensembles: parametric models and their asymptotic maximum likelihood estimates (2016)
  6. Durastanti, Claudio: Quantitative central limit theorems for Mexican needlet coefficients on circular Poisson fields (2016)
  7. Kato, Shogo; Eguchi, Shinto: Robust estimation of location and concentration parameters for the von Mises-Fisher distribution (2016)
  8. Kim, Sungsu; SenGupta, Ashis; Arnold, Barry C.: A multivariate circular distribution with applications to the protein structure prediction problem (2016)
  9. Mastrantonio, Gianluca; Jona Lasinio, Giovanna; Gelfand, Alan E.: Spatio-temporal circular models with non-separable covariance structure (2016)
  10. SenGupta, Ashis; Kim, Sungsu: Statistical inference for homologous gene pairs between two circular genomes: a new circular-circular regression model (2016)
  11. Terres, Maria A.; Gelfand, Alan E.: Spatial process gradients and their use in sensitivity analysis for environmental processes (2016)
  12. Zucchini, Walter; MacDonald, Iain L.; Langrock, Roland: Hidden Markov models for time series. An introduction using R (2016)
  13. Kanika; Kumar, Somesh; SenGupta, Ashis: A unified approach to decision-theoretic properties of the MLEs for the mean directions of several Langevin distributions (2015)
  14. Nuñez-Antonio, Gabriel; Ausín, María Concepción; Wiper, Michael P.: Bayesian nonparametric models of circular variables based on Dirichlet process mixtures of normal distributions (2015)
  15. Steidl, Gabriele: Combined first and second order variational approaches for image processing (2015)
  16. Uesu, Kagumi; Shimizu, Kunio; SenGupta, Ashis: A possibly asymmetric multivariate generalization of the Möbius distribution for directional data (2015)
  17. Bachmann, F.; Jupp, P.E.; Schaeben, H.: Estimating the number and locations of Euler poles (2014)
  18. Majumdar, Anandamayee: Gaussian processes on the support of cylindrical surfaces, with application to periodic spatio-temporal data (2014)
  19. Abbas, Syed Saiden; Heskes, Tom; Zoeter, Onno R.; Dijkstra, Tjeerd M.H.: A Bayesian psychophysical model for angular variables (2013)
  20. Abe, Toshihiro; Pewsey, Arthur; Shimizu, Kunio: Extending circular distributions through transformation of argument (2013)

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