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#recursion — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #recursion, aggregated by home.social.

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  1. 🎮🤦‍♂️ Ah yes, nothing screams "fun" like a blog post that tries to combine the exhilarating world of lazy programming with the whimsy of Super Mario. Who knew endless #recursion and bottomless attribute sets could be the ultimate power-ups? 🙄🍄
    fzakaria.com/2026/08/05/super- #lazyprogramming #fun #blogpost #SuperMario #gamedev #powerups #HackerNews #ngated

  2. 🎮🤦‍♂️ Ah yes, nothing screams "fun" like a blog post that tries to combine the exhilarating world of lazy programming with the whimsy of Super Mario. Who knew endless #recursion and bottomless attribute sets could be the ultimate power-ups? 🙄🍄
    fzakaria.com/2026/08/05/super- #lazyprogramming #fun #blogpost #SuperMario #gamedev #powerups #HackerNews #ngated

  3. #MissKitty talks about #fractals because there are patterns of recurrence that give clues. Miss Kitty talks about #recursion because what is the answer to which part of #infinity is not infinite? And there being no case where that is true, #miracles are an #imagination away++. #Mind #Technology 🔦🔦🔦

  4. #MissKitty talks about #fractals because there are patterns of recurrence that give clues. Miss Kitty talks about #recursion because what is the answer to which part of #infinity is not infinite? And there being no case where that is true, #miracles are an #imagination away++. #Mind #Technology 🔦🔦🔦

  5. "Sweet Jesus, Google! That's not honey. You're eating recursion!"
    🐻🍯➿

    #GoogleTrends #recursion

  6. "Sweet Jesus, Google! That's not honey. You're eating recursion!"
    🐻🍯➿

    #GoogleTrends #recursion

  7. Ah, the infinite #recursion of the tech world's buzzword bingo! 🤖💸 Train an AI to train AIs with RL, and somehow end up $1.3k poorer. Because who needs money when you can have infinite loops of machine learning pretense? 🙃
    github.com/Danau5tin/ai-trains #buzzwordbingo #AItraining #infinitelearning #techhumor #HackerNews #ngated

  8. Ah, the infinite #recursion of the tech world's buzzword bingo! 🤖💸 Train an AI to train AIs with RL, and somehow end up $1.3k poorer. Because who needs money when you can have infinite loops of machine learning pretense? 🙃
    github.com/Danau5tin/ai-trains #buzzwordbingo #AItraining #infinitelearning #techhumor #HackerNews #ngated

  9. Recursion becomes much easier once students have the right mental model. Visualization will help get them there.

    When students try to implement recursion, they often get stuck. That is where visualization can help to bring the right mental model. Tower of Hanoi example: invocation-tree.com/#codeurl=h

    Once a student can think in terms of a tree of subproblems, recursion becomes much easier to understand, explain, and debug.

  10. We tested the package tools with themselves when we contributed their new version via their functionalities

    Wait ... did you mean ...?

    google.com/?q=recursion

  11. We tested the package tools with themselves when we contributed their new version via their functionalities

    Wait ... did you mean #recursion...?

    google.com/?q=recursion

  12. Extreme heat cancels climate change event on adapting to extreme heat

    independent.co.uk/news/uk/home

    > Climate experts say it demonstrates the need to ‘take climate change seriously and learn from what is happening around the world’

    #climateChange #climate #recursion #climateCrisis #extremHeat

  13. Extreme heat cancels climate change event on adapting to extreme heat

    independent.co.uk/news/uk/home

    > Climate experts say it demonstrates the need to ‘take climate change seriously and learn from what is happening around the world’

    #climateChange #climate #recursion #climateCrisis #extremHeat

  14. Mathematics Teaching 300 now available online atm.org.uk/Mathematics-Teachin

    A special edition celebrating 300 issues with a self-referential cover, like MT 150 (en.wikipedia.org/wiki/Droste_e)

    Design by me

    Five free articles for non-members:

    Understanding geometry proof what do students say to AI feedback? atm.org.uk/write/MediaUploads/
    Yuqian (Linda) Wang and Hanmin Song explore whether personalised AI feedback can support students’ understanding of geometry proof tasks.

    An appreciation of Alison Parish (1951–2026) atm.org.uk/write/MediaUploads/

    Can pedagogy for problem solving promote equity in the classroom? atm.org.uk/write/MediaUploads/
    Laura King reflects on pedagogies to support equity in primary mathematics when teaching problem solving

    Number a disinformation timeline atm.org.uk/write/MediaUploads/
    Micheál Ó Dúill traces history and cultures to argue for teaching zero to nine instead of one to ten.

    If it hadn’t been for Dave… atm.org.uk/write/MediaUploads/
    Barbara Binns reflects on Dave Wilson (1947–2026) with contributions from Geoff Faux and Tony Brown.

    #MathematicsTeaching #iTeachMath #MathEd #MathsEd #Math #Mathematics #teaching #pedagogy #didactics #education #design #GraphicDesign #AMiE #MT #MT300 #recursion #DrosteEffect #number

  15. Mathematics Teaching 300 now available online atm.org.uk/Mathematics-Teachin

    A special edition celebrating 300 issues with a self-referential cover, like MT 150 (en.wikipedia.org/wiki/Droste_e)

    Design by me

    Five free articles for non-members:

    Understanding geometry proof what do students say to AI feedback? atm.org.uk/write/MediaUploads/
    Yuqian (Linda) Wang and Hanmin Song explore whether personalised AI feedback can support students’ understanding of geometry proof tasks.

    An appreciation of Alison Parish (1951–2026) atm.org.uk/write/MediaUploads/

    Can pedagogy for problem solving promote equity in the classroom? atm.org.uk/write/MediaUploads/
    Laura King reflects on pedagogies to support equity in primary mathematics when teaching problem solving

    Number a disinformation timeline atm.org.uk/write/MediaUploads/
    Micheál Ó Dúill traces history and cultures to argue for teaching zero to nine instead of one to ten.

    If it hadn’t been for Dave… atm.org.uk/write/MediaUploads/
    Barbara Binns reflects on Dave Wilson (1947–2026) with contributions from Geoff Faux and Tony Brown.

    #MathematicsTeaching #iTeachMath #MathEd #MathsEd #Math #Mathematics #teaching #pedagogy #didactics #education #design #GraphicDesign #AMiE #MT #MT300 #recursion #DrosteEffect #number

  16. This morning I carried out an #ISO27001 internal audit on our internal audit process, by following our internal audit process.

    I might claim that Xzibit was the auditor in the report, just to see if anyone notices.

    #recursion #infosec

  17. This morning I carried out an #ISO27001 internal audit on our internal audit process, by following our internal audit process.

    I might claim that Xzibit was the auditor in the report, just to see if anyone notices.

    #recursion #infosec

  18. RE: mastodon.social/@cmconseils/11

    Meanwhile, in the hospital next door to Escher's picture gallery, Mrs. Escher is about to receive some interesting news...

    #recursion #maths #infinity

  19. Reflection On Recursion • Discussion 1
    inquiryintoinquiry.com/2026/04

    Re: Reflection On Recursion • 1
    inquiryintoinquiry.com/2026/04
    Re: Laws of Form • John Mingers
    groups.io/g/lawsofform/message

    JM:
    ❝This is a very important and interesting topic. I think you should consider the relationship to self‑reference, indeed are they really the same thing?

    ❝Also the work of Maturana and Varela on autopoiesis and the neurophysiology of cognition which also has recursion at its heart.❞

    Thanks, John. Yes, we certainly find the whole array of self concepts coming into play here — selfhood, autopoiesis or self creation, self reference and self transformation, just to name a few. But one thing I need to emphasize from the start is how radically different such concepts appear when viewed in the x‑ray vision of Peirce’s pragmatic semiotics.

    I forget where I first heard it, but it’s fairly common observation that the persistence of a recurring problem is a symptom of how unlikely it is to be solved in the paradigm where it keeps occurring.

    After a while, it simply becomes time to change the paradigm …

    Just by way of a first example, take the very idea of “self‑reference”. The moment we place it in the medium of triadic sign relations we realize signs do not refer to anything at all except insofar as an interpreter refers them.

    And when we ask, “What is this, that we call an interpreter?”, the pragmatic theory of signs tells us we cannot tell when we turn out the light but under the x‑ray of the pragmatic maxim the sum of its effects is effectively modeled by an extended triadic sign relation.

    Et sic deinceps …

    #Peirce #Logic #Mathematics
    #Recursion #Reflection #Semiotics
    #SignRelations #TriadicRelations

  20. Reflection On Recursion • Discussion 1

    Re: Reflection On Recursion • 1
    Re: Laws of FormJohn Mingers

    JM: This is a very important and interesting topic.  I think you should consider the relationship to self‑reference, indeed are they really the same thing?

    Also the work of Maturana and Varela on autopoiesis and the neurophysiology of cognition which also has recursion at its heart.

    Thanks, John.  Yes, we certainly find the whole array of self concepts coming into play here — selfhood, autopoiesis or self creation, self reference and self transformation, just to name a few.  But one thing I need to emphasize from the start is how radically different such concepts appear when viewed under x‑rays of Peirce’s pragmatic semiotics.

    I forget where I first heard it, but it’s fairly common observation that the persistence of a recurring problem is a symptom of how unlikely it is to be solved in the paradigm where it keeps occurring.

    After a while, it simply becomes time to change the paradigm …

    Just by way of a first example, take the very idea of “self‑reference”.  The moment we place it in the medium of triadic sign relations we realize signs do not refer to anything at all except insofar as an interpreter refers them.  And when we think to ask, “What is this that we call an interpreter?”, the pragmatic theory of signs tells us we do not know when we turn out the light but under the x‑ray of the pragmatic maxim the sum of its effects is effectively modeled by an extended triadic sign relation.

    Everything I’ll be working at here will be done within a framework like that.

    Regards,
    Jon

    Resources

    cc: Academia.eduCyberneticsLaws of FormMathstodon
    cc: Research GateStructural ModelingSystems ScienceSyscoi

    #Arithmetization #CSPeirce #GödelNumbers #HigherOrderSignRelations #InquiryDrivenSystems #InquiryIntoInquiry #Logic #Mathematics #Quotation #Recursion #Reflection #ReflectiveInterpretiveFrameworks #Semiotics #SignRelations #TriadicRelations #UseAndMention #Visualization
  21. Reflection On Recursion • 4
    inquiryintoinquiry.com/2026/04

    A feature worth noting in the recursion diagram is the function traversing the square from one triadic node to the other. It preserves an image of the object n all the while its precedent p(n) is being retrieved and processed — thus it injects a measure of parallel process and a modicum of extra memory over and above that afforded by the serial composition of functions.

    Simple Recursion
    inquiryintoinquiry.com/wp-cont

    Resources —

    Inquiry Driven Systems • Inquiry Into Inquiry
    oeis.org/wiki/Inquiry_Driven_S

    Reflective Interpretive Frameworks
    oeis.org/wiki/Inquiry_Driven_S

    The Phenomenology of Reflection
    oeis.org/wiki/Inquiry_Driven_S

    Higher Order Sign Relations
    oeis.org/wiki/Inquiry_Driven_S

    #Peirce #HigherOrderSignRelations #Inquiry #InquiryIntoInquiry #Logic #Mathematics
    #Recursion #Reflection #RelationTheory #Semiotics #SignRelations #TriadicRelations

  22. Reflection On Recursion • 4

    A feature of special note in the recursion diagram is the function traversing the square from one triadic node to the other.  It preserves an image of the object all the while its precedent is being retrieved and processed — thus it injects a measure of parallel process and a modicum of extra memory over and above that afforded by the serial composition of functions.

    Resources

    cc: Academia.eduCyberneticsLaws of FormMathstodon
    cc: Research GateStructural ModelingSystems ScienceSyscoi

    #Arithmetization #CSPeirce #GödelNumbers #HigherOrderSignRelations #InquiryDrivenSystems #InquiryIntoInquiry #Logic #Mathematics #Quotation #Recursion #Reflection #ReflectiveInterpretiveFrameworks #Semiotics #SignRelations #TriadicRelations #UseAndMention #Visualization