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zelah

HN member
Joined
Mon, Jan 30, 2017, 12:49 AM UTC
HN karma
-6
Public activity
59 items

About zelah

HasEveryValueQuantumComputerZelah

Recent public activity

  1. comment
    Comment #16732744

    Today on April Fool's Day (by chance) I invented the "God Formula". It is a means of compressing data so revolutionary that it can be used as a basis for the world's most powerful …

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    Comment #16665405

    It's a type of puzzle game - easy to learn but impossible to master - you can play solo or against an opponent.

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    Comment #16665138

    Great idea! I really hope you are still doing this when my product becomes available. I don't want to waste my time on day to day selling. Your service would be very valuable to me…

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    Comment #16605083

    Thank you for asking. I define an infinite number of new sequences twice over in the example above. Between "---universe begin---" and "---universe end---" is listed the state of t…

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    Comment #16598818

    My favorite programming language is Zero (yes it is my invention). If you have not heard of it then I am not surprised because the language is very new (theoretical actually). You …

  6. story
    Butt Stool – Invented?

    Has anyone invented the "butt stool"? And if not then why not? Strap it on and sit any time anywhere!

  7. comment
    Comment #16574309

    good link - thanks

  8. comment
    Comment #15245897

    Thanks - that was very fun!

  9. comment
    Comment #15244966

    Thank you - I have read this and do realize I am out of my depth.

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    Comment #15244542

    Why is it that Cantor can do an infinite procedure of diagonalization but I can't? If he can diagonalize then I can too. Is it possible that Cantor's "algorithm" is not really an a…

  13. comment
    Comment #15244223

    I will just diagonalize forever before I give the set to Cantor. If he claims that he can diagonalize the set to generate a new number not in the set then I will say "Oh, yeah - I …

  14. comment
    Comment #15243051

    So there are natural numbers with an infinite number of digits and that is my point. The average can't be larger than the largest number.

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    Comment #15242403

    Please answer me this one question: What is the average number of bits that are necessary to represent an arbitrary natural number? If the average number of bits is finite then I w…

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    Comment #15237205

    >But the set N does not have transfinite natural numbers, so q does not map F to N, it maps F to something else. How many natural numbers are there? How many bits does it take to r…

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    Comment #15237109

    >I's much easier to consider the infinite strings of digits like "0.765653625367523765..." or "0.5265362556..." or "0.000073468763478..." and also the one with repetitions like "0.…

  18. comment
    Comment #15236783

    It is possible. The inverse of m is called q. The function q takes an infinite sequence of coin flips and one by one changes every heads to 1 and every tails to 0. The infinite str…

  19. comment
    Comment #15236430

    I find Cantor's diagonal argument unconvincing. The claim is that there are more real numbers in the range from zero to one than there are natural numbers. To see that this is fals…

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  23. comment
    Comment #14261303

    (defun)... square-root (number) (*).... (0) (0) number (0)

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    Comment #14253168

    I love this! Thanks.