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fermatslibrary's profile
Fermat's Library
Fermat's Library
Fermat's Library
@fermatslibrary

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Fermat's Library

@fermatslibrary

A platform for illuminating academic papers. We publish an annotated paper every week. Our chrome extension for arXiv: https://fermatslibrary.com/librarian 

fermatslibrary.com
Joined September 2015

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    Fermat's Library‏ @fermatslibrary 16 Mar 2017
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    Apparent Paradox: This solid has a finite volume but an infinite surface area! 🤔 LEARN MORE HERE: http://fermatslibrary.com/s/gabriels-horn#email-newsletter …pic.twitter.com/2Ur4m5eiH2

    6:08 AM - 16 Mar 2017
    • 74 Retweets
    • 195 Likes
    • PluribusBot Her ( 𝕰𝖒𝖕𝖆𝖙𝖍 𝖓𝖔𝖙 𝖕𝖘𝖞𝖈𝖍𝖔 ) ♥ Rae Kenzie Gustavo 🇧🇷 EL PROSAGONÍSTA. denice Adolfo Rosillo Fabio Dell'Anno
    7 replies 74 retweets 195 likes
      1. New conversation
      2. Keith Mattix‏ @keithmattix 18 Mar 2017
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        Replying to @fermatslibrary

        @jbrocollins why didn't we cover this last semester?

        1 reply 0 retweets 0 likes
      3. Jared Collins‏ @jbrocollins 18 Mar 2017
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        Replying to @keithmattix

        Take a curve with infinite length but finite area underneath like e^{-x} for 1<x. Rotate it about the x-axis. Covered.

        1 reply 1 retweet 4 likes
      4. 1 more reply
      1. Chris Dlugosz‏ @cubosh 16 Mar 2017
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        Replying to @fermatslibrary

        this is how black holes exist, packing infinite curvature of spacetime into finite volume

        0 replies 0 retweets 5 likes
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      1. Steve Wilson‏ @Steve_Lockstep 17 Mar 2017
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        Replying to @fermatslibrary

        Or the easier to grasp Koch snowflake - with finite area but infinite circumference. @fermatslibrarypic.twitter.com/G8Vkonp5Mg

        0 replies 1 retweet 2 likes
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      1. New conversation
      2. anatoly @ 🏡‏ @Abjurato 16 Mar 2017
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        Replying to @fermatslibrary

        it is open, how can it have volume? 🤔

        1 reply 0 retweets 1 like
      3. Alex Chan‏ @Alexc99xd 16 Mar 2017
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        Replying to @Abjurato @fermatslibrary

        Sum of 1/n^2 converges but you still keep adding infinite numbers

        1 reply 0 retweets 2 likes
      4. 2 more replies
      1. Joe May‏ @jamsub6 17 Mar 2017
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        Replying to @fermatslibrary

        You can fill it with paint, but you can't fully paint its inside! #OnlyInMath

        0 replies 0 retweets 1 like
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      1. Jens Jonsson‏ @jensjonsson 16 Mar 2017
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        Replying to @fermatslibrary

        If filled with paint it won't be enough to paint either the outside or the inside 😳

        0 replies 0 retweets 0 likes
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      1. Stilgherrian‏Verified account @stilgherrian 17 Mar 2017
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        Replying to @carolduncan @fermatslibrary

        Awwwww…

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      1. Andrew Pankhurst‏ @PankhurstAndre1 18 Mar 2017
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        Replying to @fermatslibrary

        @amorechka that's what she said

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