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Re:A modern self-referential weight matrix that learns to mo... by heyitsguay on Wednesday April 13, 2022 @06:35PM (#31021151)
I know Schmidhuber is famously miffed for missing out on the AI revolution limelight, and despite that he runs a pretty famous and well-resourced group. So with a paper like this demonstrating a new fundamental technique, you'd think they would eat the labor and compute costs of getting this up and running on a full gauntlet of high-profile benchmarks, in comparison with existing SOTA methods, vs the sort of half-hearted benchmarking that happens in this paper. It's a hassle, but all it would take for something like this to catch the community's attention would be a clear demonstration of viability in line with what groups at any of the other large research institutions do.

The failure to put something like that front and center makes me wonder how strong the method is, because you have to assume that someone on the team has tried more benchmarks. Still, the idea of learning a better update rule than gradient descent is intriguing, so maybe something cool will come from this :)

Re:A modern self-referential weight matrix that learns to mo... by nullc on Wednesday April 13, 2022 @06:41PM (#31021210)
Or they hurried the publication to avoid getting scooped and will follow up with interesting benchmarks later.
Re:A modern self-referential weight matrix that learns to mo... by taneq on Wednesday April 13, 2022 @07:26PM (#31021573)
If it’s really that new and different, maybe it’d be a little premature and even misleading to present the sort of full sweep you suggest. People are much better at pooh-poohing new ideas than at accurately assessing their potential.
Re:A modern self-referential weight matrix that learns to mo... by P-NP on Saturday April 16, 2022 @05:43AM (#31051037)
"miffed for missing out on the AI revolution limelight?" Despite all those TV docs and newspaper articles about him? :-)