Facts, Not Fiction

 
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    #11
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    Quote Originally Posted by lonewolf View Post
    Do you suppose these geniuses could get my scanner to work on my new Windows 10 computer?
    Troubleshooting scanners for Windows 10 is usually best done with a Minigun, and is not within the realm of traditional tech experts or computer engineers.
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    #12
    Quote Originally Posted by jc203 View Post
    Here is what I (in my not-so-numerically oriented mind) do not get:
    If the quantum calculations would take thousands of years to process on "classical" computers, how do we know the result of the calculations are correct?
    Verification of whether a particular answer is correct is often trivial compared to finding the correct answer in the first place.

    If you're asked to find a number which is divisible by 3 and the sum of its digits is 87, you'll find it much harder to find that answer than if I tell you a specific number and you check if it meets that criteria.
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    #13
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    Quote Originally Posted by Atticus View Post
    Great! That's all SkyNet needs to perfect AI that will subjugate and destroy humanity!
    Or Colossus... https://en.wikipedia.org/wiki/Coloss...Forbin_Project
    Last edited by CookyMonzta; 10-24-2019 at 06:34 PM.
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    #14
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    Quote Originally Posted by 18.99s View Post
    Verification of whether a particular answer is correct is often trivial compared to finding the correct answer in the first place.

    If you're asked to find a number which is divisible by 3 and the sum of its digits is 87, you'll find it much harder to find that answer than if I tell you a specific number and you check if it meets that criteria.
    I get that, but if a computer takes pi out a million places, how would you verify those last 3 digits?
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    #15
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    Used my abacus
    Last edited by lonewolf; 10-24-2019 at 06:39 PM.
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    #16
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    Any positive integer with 87 as the sum of its digits will be divisible by 3.
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    #17
    Quote Originally Posted by LopenUupunut View Post
    Any positive integer with 87 as the sum of its digits will be divisible by 3.
    Yes. Basic number theory.

    Maybe that example was too simple to demonstrate the point.

    A better example would be "Solve this Rubik's cube" vs. "is this Rubik's cube solved or not?"
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    #18
    Quote Originally Posted by LopenUupunut View Post
    Any positive integer with 87 as the sum of its digits will be divisible by 3.
    I didn't know that.

    I can't remember the last time I acquired a more useless bit of information.
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    #19
    Quote Originally Posted by tandfman View Post
    I didn't know that.

    I can't remember the last time I acquired a more useless bit of information.
    Actually its pretty useful in a more general form. If the sum of the digits of a number is divisible by 3, the number is divisible by 3
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    #20
    Quote Originally Posted by tandfman View Post
    I didn't know that.

    I can't remember the last time I acquired a more useless bit of information.
    Just stick around. I am sure this particular type of lightning will strike a second time.
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