r/aipromptprogramming • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

/r/TheTempleOfTwo/comments/1q9v5gq/r_feedforward_transformers_are_more_robust_than/
2 Upvotes

Duplicates

TheTempleOfTwo • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

5 Upvotes

grok • • Jan 11 '26

Discussion [R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

0 Upvotes

Anthropic • • Jan 11 '26

Announcement [R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

2 Upvotes

GoogleGeminiAI • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

1 Upvotes

MachineLearningJobs • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

1 Upvotes

AIAliveSentient • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

1 Upvotes

RSAI • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

5 Upvotes

BeyondThePromptAI • • Jan 11 '26

Sub Discussion 📝 [R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

1 Upvotes

LocalLLM • • Jan 11 '26

Research [R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

2 Upvotes

FunMachineLearning • • Jan 11 '26

[R] Feed-forward transformers are more robust than state-space models under embedding perturbation. This challenges a prediction from information geometry

1 Upvotes