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169,341 papers · 148 categories

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3517021,0531,404 · Jun 202019922001200920182026
48 results for LDA model

In latent Dirichlet allocation (LDA), topics are multinomial distributions over the entire vocabulary. However, the vocabulary usually contains many words that are not relevant in forming the topics. We adopt a variable selection method widely used in statistical modeling as a dimension reduction tool and combine it wi…

2012-05-04abs ↗pdf ↗

Simple Deep LDA models achieve accuracy competitive with softmax baselines.

problem Training Deep LDA models by maximum likelihood estimation leads to overlapping or collapsed class clusters.
method Proposed a constrained Deep LDA formulation with geometric constraints to fix class means and covariance.
result MLE becomes stable under geometric constraints, yielding well-separated class clusters.

New method improves reliability of LDA topic modeling by assessing stability across replicated runs.

problem LDA's reproducibility issues due to initial values and Gibbs sampling.
method Cluster replicated LDA runs using modified Jaccard coefficient and pruning algorithm.
result New measure S-CLOP quantifies LDA topic stability, improving reproducibility.

LDA-XGB1 balances fairness and accuracy in lending models.

problem Fair lending practices and model interpretability in binary classification.
method Biobjective optimization using binning and information value, leveraging XGBoost.
result Achieves effective balance between accuracy, fairness, and interpretability.

LDTA expands LDA's topic modeling capacity with tree-structured priors.

problem Limited expressiveness of Dirichlet priors in LDA for complex topic relationships.
method Introduces Latent Dirichlet-Tree Allocation (LDTA) with Dirichlet-Tree (DT) priors, and develops universal mean-field variational inference and Expectation Propagation.
result LDTA enables expressive, tree-structured priors over topic proportions, expanding modeling capacity of LDA.

A new LDA variant improves multi-label classification performance.

problem Improving multi-label classification performance.
method Saliency-based weights redefine between-class and within-class scatter matrices for multi-label classification.
result The proposed method leads to performance improvements in various multi-label classification problems.

A new LDA model with covariates for mixed-membership clusters.

problem Modeling mixed-membership clusters in discrete data with covariates.
method Negative binomial regression embedded within LDA, slice sampling within Gibbs sampling.
result Model successfully retrieves true parameter values and predicts cluster abundances using covariates.

This paper defines less discriminatory algorithms and explores their feasibility.

problem Creating algorithms that are less discriminatory while meeting business needs.
method Formal definition of less discriminatory algorithms, evaluation of feasibility, and search for alternatives.
result Formal definitions of less discriminatory algorithms face challenges due to lack of held-out data, necessitating a reliance on reasonableness standards.

A fast cross-validation method for high-dimensional data.

problem High computational cost of least-squares models in high-dimensional datasets.
method Analytical approach for k-fold cross-validation without explicit model training.
result Up to 10,000x faster than standard approach in high-dimensional data.

LDA-GO improves LDA for high-dimensional data via gradient optimization.

problem LDA struggles in high-dimensional settings due to unreliable covariance matrix estimation.
method LDA-GO learns a low-rank precision matrix via gradient optimization, automatically selecting between Gaussian likelihood and cross-entropy loss.
result LDA-GO outperforms other LDA variants in sparse-signal high-dimensional regimes.

LDA improves image classification accuracy with fewer features.

problem Fine-grained image classification with pretrained features.
method Supervised dimensionality reduction with LDA before linear probing.
result LDA improves accuracy over full features in 11 out of 12 configurations.

Unified HDP and LDA models for efficient topic clustering of online course queries.

problem Efficiently cluster and answer subject-specific online course queries.
method Use Hierarchical Dirichlet Process (HDP) to optimize topic number for Latent Dirichlet Allocation (LDA) model runs.
result Achieve optimal clustering efficiency by recursively applying LDA on effective topics.

EFDA extends LDA to non-Gaussian models using exponential families.

problem Classifying non-Gaussian data with LDA's limitations.
method EFDA uses exponential families to derive closed-form estimators for natural parameters and a linear decision rule.
result EFDA matches LDA's accuracy while reducing ECE by 2-6x, proving asymptotic calibration and efficiency.

LDA identifies latent topics in CFPB consumer complaints over time.

problem Identify latent topics in CFPB consumer complaints for better regulation effectiveness.
method Latent Dirichlet Allocation (LDA) for topic modeling of consumer complaints.
result Time trends of latent topics reveal regulatory effectiveness and consumer protection issues.

We review three algorithms for Latent Dirichlet Allocation (LDA). Two of them are variational inference algorithms: Variational Bayesian inference and Online Variational Bayesian inference and one is Markov Chain Monte Carlo (MCMC) algorithm -- Collapsed Gibbs sampling. We compare their time complexity and performance.…

2013-07-01abs ↗pdf ↗

AVITM improves topic modeling inference speed and interpretability.

problem Difficulties in applying AEVB to topic models, especially with Dirichlet priors and component collapsing.
method Autoencoding Variational Inference for Topic Models (AVITM) using an inference network.
result AVITM matches traditional methods in accuracy with significantly better inference time and without variational optimization on test data.

Incremental variational inference speeds up LDA processing.

problem Efficiently processing large document collections in LDA.
method Inspired by incremental EM, introduces incremental variational inference for LDA.
result Incremental LDA converges faster and monotonically improves variational bound.

New SVI algorithms improve inference in sparse latent factor models.

problem Improving inference in sparse latent factor models using SVI.
method Developed new SVI algorithms for BPFA, tested on various datasets.
result SVI with Gibbs sampling maintains posterior dependencies effectively in BPFA.

Originally designed to model text, topic modeling has become a powerful tool for uncovering latent structure in domains including medicine, finance, and vision. The goals for the model vary depending on the application: in some cases, the discovered topics may be used for prediction or some other downstream task. In ot…

2014-10-16abs ↗pdf ↗