Co-occurring keywords · papers mentioning both
Papers
Dimension Reduction via Sum-of-Squares and Improved Clustering Algorithms for Non-Spherical Mixtures
COLT 2026
FARMER: Flow AutoRegressive Transformer over Pixels
CVPR 2026
Kernel Mean Embedding Deviation Subspace for Unsupervised Learning with Heterogeneous Data
JMLR 2026
Multivariate Functional Linear Discriminant Analysis for Partially-Observed Time Series (Abstract Reprint)
AAAI 2026
Order-Preserving Dimension Reduction for Multimodal Semantic Embedding
AAAI 2026
Supervised Dynamic Dimension Reduction with Deep Neural Network
AAAI 2026
Balanced Neural ODEs: nonlinear model order reduction and Koopman operator approximations
ICLR 2025
Bayesian Data Sketching for Varying Coefficient Regression Models
JMLR 2025
Contrastive Functional Principal Component Analysis
AAAI 2025
Croppable Knowledge Graph Embedding
ACL 2025
Dimension Reduction for Symbolic Regression
AAAI 2025
Dimension Reduction with Locally Adjusted Graphs
AAAI 2025
Estimation of Local Geometric Structure on Manifolds from Noisy Data
JMLR 2025
Generalized Dimension Reduction Using Semi-Relaxed Gromov-Wasserstein Distance
AAAI 2025
Learning causal graphs via nonlinear sufficient dimension reduction
JMLR 2025
Learning signals defined on graphs with optimal transport and Gaussian process regression
AISTATS 2025
Manifold Fitting under Unbounded Noise
JMLR 2025
Nonlinear functional regression by functional deep neural network with kernel embedding
JMLR 2025
ODDR: Outlier Detection & Dimension Reduction Based Defense Against Adversarial Patches
ICCV 2025
On Probabilistic Embeddings in Optimal Dimension Reduction
JMLR 2025
Randomly Projected Convex Clustering Model: Motivation, Realization, and Cluster Recovery Guarantees
JMLR 2025
Refining Dimensions for Improving Clustering-based Cross-lingual Topic Models
COLING 2025
Simple and Effective Content Encoder for Singing Voice Conversion via SSL-Embedding Dimension Reduction
Interspeech 2025
SMEC:Rethinking Matryoshka Representation Learning for Retrieval Embedding Compression
EMNLP 2025
The Noisy Laplacian: a Threshold Phenomenon for Non-Linear Dimension Reduction
ICML 2025