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jackcook | 2 years ago
“We remark that while the A parameter could also be selective, it ultimately affects the model only through its interaction with ∆ via A = exp(∆A) (the discretization (4)). Thus selectivity in ∆ is enough to ensure selectivity in (A, B), and is the main source of improvement. We hypothesize that making A selective in addition to (or instead of) ∆ would have similar performance, and leave it out for simplicity.”
nlrk|2 years ago
I don’t have an llm backround, just controls, so I might wrong.