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Notices by MercurialBlack (mercurialblack@pleroma.mercurial.blog), page 12

  1. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:33:35 JST MercurialBlack MercurialBlack
    in reply to
    • mist
    @ai trash. Do I need to use field properties to get there?
    In conversation Monday, 12-Jun-2023 10:33:35 JST from pleroma.mercurial.blog permalink

    Attachments


    1. https://media.mercurial.blog/media/b80c36b9662351d1d80a27d41977f8598e3ba1090a0b5afe306698b06dfcee49.png
  2. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:32:49 JST MercurialBlack MercurialBlack
    in reply to
    • mist
    • MercurialBlack
    @ai
    In conversation Monday, 12-Jun-2023 10:32:49 JST from pleroma.mercurial.blog permalink
  3. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:32:04 JST MercurialBlack MercurialBlack
    in reply to
    • 7666
    • meso
    @7666 @meso i love noncommutative addition
    In conversation Monday, 12-Jun-2023 10:32:04 JST from pleroma.mercurial.blog permalink
  4. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:31:58 JST MercurialBlack MercurialBlack
    in reply to
    • meso
    @meso >t. hasn't read Principia Mathematica

    Took mathematicians 362 pages to prove that

    https://en.wikipedia.org/wiki/Principia_Mathematica
    In conversation Monday, 12-Jun-2023 10:31:58 JST from pleroma.mercurial.blog permalink

    Attachments

    1. Principia Mathematica
      The Principia Mathematica (often abbreviated PM) is a three-volume work on the foundations of mathematics written by mathematician–philosophers Alfred North Whitehead and Bertrand Russell and published in 1910, 1912, and 1913. In 1925–1927, it appeared in a second edition with an important Introduction to the Second Edition, an Appendix A that replaced ✸9 and all-new Appendix B and Appendix C. PM is not to be confused with Russell's 1903 The Principles of Mathematics. PM was originally conceived as a sequel volume to Russell's 1903 Principles, but as PM states, this became an unworkable suggestion for practical and philosophical reasons: "The present work was originally intended by us to be comprised in a second volume of Principles of Mathematics... But as we advanced, it became increasingly evident that the subject is a very much larger one than we had supposed; moreover on many...
  5. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:31:47 JST MercurialBlack MercurialBlack
    in reply to
    • meso
    @meso Axioms are things that are just assumed to be true, definitions are descriptions of things. I'm trying to figure out what axiom or definition makes it the case that x <= x + 1.

    If we just assume that x is a natural number, we can just say that x <= y if, when treated as von Neumann ordinals, every set in x is also in y, but I don't think this is standard.

    I think I'm missing some properties of real numbers. Something like, if y >= 0, then x + y >= x, and if y < 0, x + y < x.
    In conversation Monday, 12-Jun-2023 10:31:47 JST from pleroma.mercurial.blog permalink
  6. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:30:54 JST MercurialBlack MercurialBlack
    in reply to
    • meso
    @meso What are you getting confused about both your statements are true
    In conversation Monday, 12-Jun-2023 10:30:54 JST from pleroma.mercurial.blog permalink
  7. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:30:51 JST MercurialBlack MercurialBlack
    • meso
    @meso Well yeah both of those are true but what axiom or definition makes this true
    In conversation Monday, 12-Jun-2023 10:30:51 JST from pleroma.mercurial.blog permalink
  8. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 12-Jun-2023 10:30:42 JST MercurialBlack MercurialBlack
    I've wasted an hour and a half trying to figure out how to prove that in the real numbers, x <= x + 1. There is no hope for me.

    Ultimately trying to prove monotonicity. All I have to work with is the definition of a preorder (reflexive and transitive), definition of a monotonicity and a monotic map, and definition of real numbers. I think I'm missing something here.
    In conversation Monday, 12-Jun-2023 10:30:42 JST from pleroma.mercurial.blog permalink
  9. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Sunday, 11-Jun-2023 00:48:32 JST MercurialBlack MercurialBlack
    in reply to
    • LS
    @lain #finance
    In conversation Sunday, 11-Jun-2023 00:48:32 JST from pleroma.mercurial.blog permalink
  10. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Tuesday, 06-Jun-2023 17:50:47 JST MercurialBlack MercurialBlack
    in reply to
    • matrix07012 :thotpatrol: :cunnyEmpire:
    • ren
    @ren @matrix it's like '90% of gambling addicts give up before they win big', it's saying you'd be hot if you were just slightly more anorexic.
    In conversation Tuesday, 06-Jun-2023 17:50:47 JST from pleroma.mercurial.blog permalink
  11. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Tuesday, 06-Jun-2023 15:32:21 JST MercurialBlack MercurialBlack
    in reply to
    • THE pleroma-tan enjoyer
    @kirby dude theorytoe lmao
    In conversation Tuesday, 06-Jun-2023 15:32:21 JST from pleroma.mercurial.blog permalink
  12. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Tuesday, 06-Jun-2023 15:32:10 JST MercurialBlack MercurialBlack
    in reply to
    • fedi-block-api notifier
    • THE pleroma-tan enjoyer
    @kirby @fba can you please not
    In conversation Tuesday, 06-Jun-2023 15:32:10 JST from pleroma.mercurial.blog permalink
  13. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Saturday, 03-Jun-2023 06:37:00 JST MercurialBlack MercurialBlack
    in reply to
    • LS
    @lain girlkill yourself
    In conversation Saturday, 03-Jun-2023 06:37:00 JST from pleroma.mercurial.blog permalink
  14. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Wednesday, 31-May-2023 05:19:36 JST MercurialBlack MercurialBlack
    in reply to
    • Tij
    @Tij as an ai language model kill yourself whore
    In conversation Wednesday, 31-May-2023 05:19:36 JST from pleroma.mercurial.blog permalink
  15. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 29-May-2023 22:27:26 JST MercurialBlack MercurialBlack
    I really should go to more of those libertarian meetings they seem like nice and intelligent guys

    They're all business or law majors
    In conversation Monday, 29-May-2023 22:27:26 JST from pleroma.mercurial.blog permalink
  16. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Monday, 29-May-2023 11:39:41 JST MercurialBlack MercurialBlack
    • Some Purple Cat
    @PurpCat it is
    In conversation Monday, 29-May-2023 11:39:41 JST from pleroma.mercurial.blog permalink
  17. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Sunday, 28-May-2023 04:48:20 JST MercurialBlack MercurialBlack
    in reply to
    • Machismo
    • 『VRISKA』
    • meso
    • Dushman
    • Goup
    • Uneris :a2bcofe:
    @unliver @Goup @dushman @meso @Zerglingman @vriska nah that was last night and the night before and the night before and...
    In conversation Sunday, 28-May-2023 04:48:20 JST from pleroma.mercurial.blog permalink
  18. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Sunday, 28-May-2023 04:07:15 JST MercurialBlack MercurialBlack
    in reply to
    • Machismo
    • 『VRISKA』
    • meso
    • Dushman
    • Goup
    @vriska ok boys let's start a hellthread right here right now @meso @Goup @Zerglingman @dushman @idfk
    In conversation Sunday, 28-May-2023 04:07:15 JST from pleroma.mercurial.blog permalink
  19. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Sunday, 28-May-2023 04:03:27 JST MercurialBlack MercurialBlack
    in reply to
    • Lina Inver:z:e :mur_close: :nuts:
    • :btrfly: anime graf mays 🛰️🪐
    • CEO of Monoeye Dating
    • Machismo
    • þernia
    • meso
    • Dushman
    • Cream Queen :taxevasionpride: :asbestosprideangled: :rabiosexualpride:
    • cyuu :arch:
    • † top dog :pedomustdie:
    • tomo
    • Goup
    • UsernameSwift
    • Ollie
    • SEJO
    • anime graf mays 🛰🪐
    • thevvesthasfallen
    • Uneris :a2bcofe:
    • niggerslaughterer1488
    @meso @maija @dcc @Commander @Goup @creamqueen @dushman @usernameswift @tomo @ceo_of_monoeye_dating @Centaur @pernia @lina @niggerslaughterer1488 @thevvesthasfallen @cyuu @Zerglingman @unliver @graf @shitpisscum @graf :mesoblock: :GetThisMesoARape:
    In conversation Sunday, 28-May-2023 04:03:27 JST from pleroma.mercurial.blog permalink
  20. MercurialBlack (mercurialblack@pleroma.mercurial.blog)'s status on Sunday, 28-May-2023 03:58:20 JST MercurialBlack MercurialBlack
    in reply to
    • Lina Inver:z:e :mur_close: :nuts:
    • :btrfly: anime graf mays 🛰️🪐
    • CEO of Monoeye Dating
    • Machismo
    • þernia
    • meso
    • Dushman
    • Cream Queen :taxevasionpride: :asbestosprideangled: :rabiosexualpride:
    • cyuu :arch:
    • † top dog :pedomustdie:
    • tomo
    • Goup
    • UsernameSwift
    • Ollie
    • SEJO
    • anime graf mays 🛰🪐
    • thevvesthasfallen
    • Uneris :a2bcofe:
    • niggerslaughterer1488
    @pernia @maija @dcc @Commander @Goup @creamqueen @dushman @meso @usernameswift @tomo @ceo_of_monoeye_dating @Centaur @lina @niggerslaughterer1488 @thevvesthasfallen @cyuu @Zerglingman @unliver @graf @shitpisscum @graf ok
    In conversation Sunday, 28-May-2023 03:58:20 JST from pleroma.mercurial.blog permalink
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