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hypnopump avatar hypnopump commented on September 25, 2024 1

@MichaelFomenko always glad to recieve constructive criticism

from e-swish.

MichaelFomenko avatar MichaelFomenko commented on September 25, 2024

He clearly dont understand anything about Deep Learning, he only published this paper to have a published paper for his career.

from e-swish.

hypnopump avatar hypnopump commented on September 25, 2024

Hi, @EliasHasle
I do cite the paper by Ramachandran et al. in my paper already.
wrt to the concern about the beta parameter, it's not the same:

  • As you increase the beta in swish, it resembles a ReLU function
  • As you increase the beta in e-swish, you augment the properties of the x*sigmoid(x) function.

I hope the image is clarifying!

dafuq

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MichaelFomenko avatar MichaelFomenko commented on September 25, 2024

Sorry EricAlcaide to tell you the truth, but you clearly don't understand Deep Learning, if you would understand Deep Learning you would know that the Beta in your E-Swish Function is just the Weight of the next Layer. This means that Mathematicaly there is no diverence between your E-Swish and the Swish Function.

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