conference-paper

Fast and Robust Parallel SGD Matrix Factorization

Research footprint

At a glance

Citations
50
References
32
Comments
0
Paper overview

Abstract

Matrix factorization is one of the fundamental techniques for analyzing latent relationship between two entities. Especially, it is used for recommendation for its high accuracy. Efficient parallel SGD matrix factorization algorithms have been developed for large matrices to speed up the convergence of factorization. However, most of them are designed for a shared-memory environment thus fail to factorize a large matrix that is too big to fit in memory, and their performances are also unreliable when the matrix is skewed.

Record transparency

Publication details

DOI
10.1145/2783258.2783322
OpenAlex
W2028683648
Document type
conference-paper
Language
EN
Last metadata update
Community

Comments

Log in to join the discussion.

  1. No comments yet. Start the discussion.