Pinned Repositories
arckit
Tools for working with the Abstraction & Reasoning Corpus
ARGA-AAAI23
Abstract Reasoning with Graph Abstractions (ARGA) implementation
cc2dataset
Easily convert common crawl to a dataset of caption and document. Image/text Audio/text Video/text, ...
DiT
Official PyTorch Implementation of "Scalable Diffusion Models with Transformers"
easy
Google Hash Code Paris 2014
fcgan
Fast column generation for atomic norm regularization
learn-lvggm
Gaussian graphical models (GGM) have been widely used in many high-dimensional applications. Problems in which all relevant variables have been identified is extremely rare. The unobserved variables (or latent variables) can induce misleading dependence structure between observed variables. In this paper, we focus on a family of Latent Variable Gaussian graphical models (LVGGM), where the model is conditionally sparse given latent variables, but marginally non-sparse. In order to reveal latent variables and recover the structure of the complete model, we introduce a convex formulation with a new regularization imposing sparsity on latent factors. We propose a tractable convex algorithm and study identifiability conditions. We show promising results on synthetic datasets.
learning-gm
Estimation of Gaussian graphical models
magvit2-pytorch
Implementation of MagViT2 Tokenizer in Pytorch
nanoGPT-for-image
Adaptation of nanoGPT for images
vinyesm's Repositories
vinyesm/fcgan
Fast column generation for atomic norm regularization
vinyesm/arckit
Tools for working with the Abstraction & Reasoning Corpus
vinyesm/ARGA-AAAI23
Abstract Reasoning with Graph Abstractions (ARGA) implementation
vinyesm/cc2dataset
Easily convert common crawl to a dataset of caption and document. Image/text Audio/text Video/text, ...
vinyesm/DiT
Official PyTorch Implementation of "Scalable Diffusion Models with Transformers"
vinyesm/easy
Google Hash Code Paris 2014
vinyesm/learn-lvggm
Gaussian graphical models (GGM) have been widely used in many high-dimensional applications. Problems in which all relevant variables have been identified is extremely rare. The unobserved variables (or latent variables) can induce misleading dependence structure between observed variables. In this paper, we focus on a family of Latent Variable Gaussian graphical models (LVGGM), where the model is conditionally sparse given latent variables, but marginally non-sparse. In order to reveal latent variables and recover the structure of the complete model, we introduce a convex formulation with a new regularization imposing sparsity on latent factors. We propose a tractable convex algorithm and study identifiability conditions. We show promising results on synthetic datasets.
vinyesm/learning-gm
Estimation of Gaussian graphical models
vinyesm/magvit2-pytorch
Implementation of MagViT2 Tokenizer in Pytorch
vinyesm/nanoGPT-for-image
Adaptation of nanoGPT for images
vinyesm/Open-MAGVIT2
A packaging of Open-MAGVIT2: Democratizing Autoregressive Visual Generation
vinyesm/video2dataset
Easily create large video dataset from video urls
vinyesm/vinyesm.github.io
vinyesm/re-arc
Reverse Engineering the Abstraction and Reasoning Corpus