Instead of Sigmoid, can you use sine and cosine functions, i.e., in Fourier Transform...any curve is the aggregation of sine/cosine functions at different frequencies and amplitudes.
@cryptoinside88142 күн бұрын
It's like Fourier Transform. Given a random curve, what are the frequency components of this curve.
@cryptoinside88142 күн бұрын
You may want to explain that the reason w1=w0 minus (Etha*slope) is because the slope is negative, so you obtain a greater positive number as w1 is bigger than w0.
@cryptoinside88142 күн бұрын
On the "Optimization" slide....aren't you just looking for Loss L to as close to zero as possible ?....why bother looking for slope ? You are just looking for the lowest Loss L. Oh, I see...you are just selecting what "w" to calculate along the way. The curve you used seemed to indicate you've already calculated the Loss L results. I think you should not draw the whole curve at the beginning. A better way to do this is to show that game where you roll up a piece of paper and you are following a drawn path as you unroll the paper....you don't know what's ahead...so basically you are looking at the slope at each point and decide how far (learning rate) to go on the next point...that's why the slope is important. Showing the whole curve at the beginning is the wrong way to show this clearly.
@nowabmuhammadjubair30613 күн бұрын
Bro literally said meta learn mandarin before learning meta learning 💀
@cryptoinside88143 күн бұрын
Wow...isn't this Fourier Transform to see what the wave function is comprised of what frequencies ?