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Recent advances in directional statistics
Mainstream statistical methodology is generally applicable to data observed in Euclidean
space. There are, however, numerous contexts of considerable scientific interest in which …
space. There are, however, numerous contexts of considerable scientific interest in which …
Unsupervised grouped axial data modeling via hierarchical Bayesian nonparametric models with Watson distributions
This paper aims at proposing an unsupervised hierarchical nonparametric Bayesian
framework for modeling axial data (ie, observations are axes of direction) that can be …
framework for modeling axial data (ie, observations are axes of direction) that can be …
Finite mixture modeling in time series: A survey of Bayesian filters and fusion approaches
From the celebrated Gaussian mixture, model averaging estimators to the cutting-edge multi-
Bernoulli mixture of various forms, finite mixture models offer a fundamental and flexible …
Bernoulli mixture of various forms, finite mixture models offer a fundamental and flexible …
Improving deep neural networks with multi-layer maxout networks and a novel initialization method
W Sun, F Su, L Wang - Neurocomputing, 2018 - Elsevier
For the purpose of enhancing the discriminability of convolutional neural networks (CNNs)
and facilitating the optimization, we investigate the activation function for a neural network …
and facilitating the optimization, we investigate the activation function for a neural network …
Variational Bayesian learning for Dirichlet process mixture of inverted Dirichlet distributions in non-Gaussian image feature modeling
In this paper, we develop a novel variational Bayesian learning method for the Dirichlet
process (DP) mixture of the inverted Dirichlet distributions, which has been shown to be very …
process (DP) mixture of the inverted Dirichlet distributions, which has been shown to be very …
Decorrelation of neutral vector variables: Theory and applications
In this paper, we propose novel strategies for neutral vector variable decorrelation. Two
fundamental invertible transformations, namely, serial nonlinear transformation and parallel …
fundamental invertible transformations, namely, serial nonlinear transformation and parallel …
Deep clustering analysis via dual variational autoencoder with spherical latent embeddings
In recent years, clustering methods based on deep generative models have received great
attention in various unsupervised applications, due to their capabilities for learning …
attention in various unsupervised applications, due to their capabilities for learning …
Insights into multiple/single lower bound approximation for extended variational inference in non-Gaussian structured data modeling
For most of the non-Gaussian statistical models, the data being modeled represent strongly
structured properties, such as scalar data with bounded support (eg, beta distribution) …
structured properties, such as scalar data with bounded support (eg, beta distribution) …
Dino as a von mises-fisher mixture model
Self-distillation methods using Siamese networks are popular for self-supervised pre-
training. DINO is one such method based on a cross-entropy loss between $ K …
training. DINO is one such method based on a cross-entropy loss between $ K …
Unsupervised meta-learning via spherical latent representations and dual VAE-GAN
Unsupervised learning and meta-learning share a common goal of enhancing learning
efficiency compared to starting from scratch. However, meta-learning methods are …
efficiency compared to starting from scratch. However, meta-learning methods are …