It provokes anger

My eyes are pretty dead but I think its just the hope in me that’s died from having from watching trump come to power in america.

Something tells me it dont taste like soup

Its like a stage magician saying, “I do magic” and they get mad if some yells out how they do the trick.

Piss off

You re-read an re-read again. Either be direct or just go away and stop flagulating yourself.

BTW, your nobels in the mail.

Way to avoid my question for the umpteenth time

What best describes this curve.

Real world data does not behave according to a precieved underlying function. The functions we use are only useful as models. Models are approximations.

Without the “knee” of the curve there is no exponential growth.

What best describes this curve

Edit: Maybe I have it wrong. From now on I will only model data as exponential functions because they are potentially exponential and the data set is just incomplete.

Its all over for me now!

Lol

Well there it is

it doesn’t suddenly “become” exponential at the rapid increase, it’s exponential the whole time.

What type of growth would you use to describe the advancement of AI?

Uh, no. That’s too personal. Either you take what im saying at face value or you dont. If there was a time I could sit down and pass a heat and mass transfer exam that is long passed.

Its a thing you do to get into higher level classes. Then never think about again.

So your claim is that curve was generated using an exponential function?

I concede, that appears to be the case.

Now this one

What function generated this curve?

Which case is that? Have we moved goal posts or are you claiming this line:

Was generated using the function y=exp(x)?

That’s the curve of the line?

Your data as in you generated it? Or that’s the function that fits the curve shown in the graph?

The actual values are exactly as shown on the graph. Do you know what graphs are?

In your data what is the exponential function?

Let’s start there then. What are the basic properties of exponential functions?

Does the data originate from an exponential? Can you prove it?

But if it is a linear function it doesnt matter if you only use two points. Unless the function is not linear. If the line isn’t completely smooth you could also use a polynomial function that would fit the curve. Unless it exhibits exponential behavior why would you ever model it as an exponential if linear or polynomial models the data more accurately?