We present a maximum margin framework that clusters data using latent vari-ables. Using latent representations enables our framework to model unobserved information embedded in the data. We implement our idea by large margin learn-ing, and develop an alternating descent algorithm to effectively solve the resultant non-convex optimization problem. We instantiate our latent maximum margin clustering framework with tag-based video clustering tasks, where each video is represented by a latent tag model describing the presence or absence of video tags. Experimental results obtained on three standard datasets show that the proposed method outperforms non-latent maximum margin clustering as well as conven-tional clustering approaches.
Max-margin learning is a powerful approach to building classifiers and structured output predictors....
In multiple instance learning problems, patterns are often given as bags and each bag consists of so...
We present a nonparametric method for selecting informative features in high-dimensional clustering ...
Motivated by the success of large margin methods in supervised learning, maximum margin clustering (...
Motivated by the success of large margin methods in supervised learning, maximum margin clustering (...
Maximum margin clustering was proposed lately and has shown promising performance in recent studies ...
We present max-margin Bayesian clustering (BMC), a general and robust frame-work that incorporates t...
We present a hierarchical maximum-margin clus-tering method for unsupervised data analysis. Our meth...
Maximum margin clustering (MMC), which borrows the large margin heuristic from support vector machin...
We consider unsupervised partitioning problems based explicitly or implicitly on the minimiza-tion o...
This paper presents a simple but powerful extension of the maximum margin clustering (MMC) algorithm...
Feature selection plays a fundamental role in many pattern recognition problems. However, most effor...
Learning from Positive and Unlabelled examples (LPU) has emerged as an important problem in data min...
Patternrecognitionmodels are usually used in a variety of applications ranging from video concept an...
Learning from Positive and Unlabelled examples (LPU) has emerged as an important problem in data min...
Max-margin learning is a powerful approach to building classifiers and structured output predictors....
In multiple instance learning problems, patterns are often given as bags and each bag consists of so...
We present a nonparametric method for selecting informative features in high-dimensional clustering ...
Motivated by the success of large margin methods in supervised learning, maximum margin clustering (...
Motivated by the success of large margin methods in supervised learning, maximum margin clustering (...
Maximum margin clustering was proposed lately and has shown promising performance in recent studies ...
We present max-margin Bayesian clustering (BMC), a general and robust frame-work that incorporates t...
We present a hierarchical maximum-margin clus-tering method for unsupervised data analysis. Our meth...
Maximum margin clustering (MMC), which borrows the large margin heuristic from support vector machin...
We consider unsupervised partitioning problems based explicitly or implicitly on the minimiza-tion o...
This paper presents a simple but powerful extension of the maximum margin clustering (MMC) algorithm...
Feature selection plays a fundamental role in many pattern recognition problems. However, most effor...
Learning from Positive and Unlabelled examples (LPU) has emerged as an important problem in data min...
Patternrecognitionmodels are usually used in a variety of applications ranging from video concept an...
Learning from Positive and Unlabelled examples (LPU) has emerged as an important problem in data min...
Max-margin learning is a powerful approach to building classifiers and structured output predictors....
In multiple instance learning problems, patterns are often given as bags and each bag consists of so...
We present a nonparametric method for selecting informative features in high-dimensional clustering ...