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Clinicallydepressedpoochie
Clinicallydepressedpoochie @ Clinicallydepressedpoochie @lemmy.world
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  • 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?

  • Do you accept that if we put together a metric to measure the advancement of AI that it would indicate it is growing over time?

  • Nope. There isn't an infinite number of linear functions that will fit this curve. Based on the slope and y intercept there is only one linear function. There may be other approximations but only one line of best fit that will predict future outcomes.

  • The answer is you cant know that's why it would be crazy to model it that way. With the infinite possible exponential functions that could fit this curve.

  • What was covered? That functions are used to describe data sets?

  • Ooh you took a math class. When are they delivering your Nobel prize?

  • Yes there is absolutely enough data to determine the curve of that line. Its basic algebra and your regarded.

  • Lol. You're so off base. DATA defines the curve. If the DATA does not exhibit exponential behavior it is not exponential. Simple as that.

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