awesome-repositories.com
Blog
awesome-repositories.com

Découvrez les meilleurs dépôts open-source grâce à notre recherche par IA.

ExplorerRecherches sélectionnéesAlternatives open sourceLogiciels auto-hébergésBlogPlan du site
ProjetÀ proposNotre méthodologiePresseServeur MCP
Mentions légalesConfidentialitéConditions d'utilisation
© 2026 Bringes Technology SRL·VAT RO45896025·hello@awesome-repositories.com
·

1 dépôt

Awesome GitHub RepositoriesHypersphere Embedding Regularization

Loss functions that constrain feature embeddings to a uniform distribution on a hypersphere to prevent representation collapse.

Distinct from Regularization Techniques: Distinct from general regularization: focuses specifically on embedding uniformity on hyperspheres during training.

Explore 1 awesome GitHub repository matching artificial intelligence & ml · Hypersphere Embedding Regularization. Refine with filters or upvote what's useful.

Awesome Hypersphere Embedding Regularization GitHub Repositories

Trouvez les meilleurs dépôts grâce à l'IA.Nous recherchons les dépôts les plus pertinents grâce à l'IA.
  • facebookresearch/dinov2Avatar de facebookresearch

    facebookresearch/dinov2

    12,987Voir sur GitHub↗

    DINOv2 is a self-supervised vision transformer foundation model designed to generate high-quality visual representations from raw image data. By leveraging large-scale unlabelled datasets, the framework learns to extract robust numerical embeddings that serve as inputs for various machine learning and analysis workflows. The model distinguishes itself through a teacher-student training framework that utilizes centered and sharpened soft probability distributions to align feature maps across multiple image crops. It incorporates a masking strategy that forces the model to reconstruct missing i

    Applies regularization to encourage uniform distribution of feature embeddings and prevent representation collapse.

    Jupyter Notebook
    Voir sur GitHub↗12,987
  1. Home
  2. Artificial Intelligence & ML
  3. Regularization Techniques
  4. Hypersphere Embedding Regularization