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#Symmetries
cybernetic surveillant (46/100 greebles)
pee_zombie
greebledness is an intuitive measure of an object's Kolmogorov complexitythe more greebled something is, the more incompressible (aka asymmetric) detail it possessesas such, degreebling is the process of reducing the
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Eclecticity
twistopherrobin
Speaking of other divides and hardening of the categories: As some of you know (because of my pinned thread and the strange story), I've been spending quite a bit of
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Sean Carroll
seanmcarroll
Stephen Wolfram and collaborators propose a new approach to physics based on discrete automata. Cool and fun! But: please please don’t get too excited until others look it over. Science
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meekaale 🥴
meekaale
Christopher Alexander’s “fifteen properties” of lifelike beautiful geometry is so extremely relevant to my current research of trying to understand why typical computer-generated “mind maps” feel too slick, skeletal, soulless
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The Combat Therapist ⚔️
CombatTherapist
SHOULDER VITALITY The Shoulder is one of the most complex and MOBILE joints of the human body. The key however, is the fine balance between STABILITY with MOBILITY. @SolBrah has
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Robert McNees
mcnees
Physicist Helen Quinn was born #OTD in 1943. She is best known for Peccei-Quinn theory, a proposed explanation of the Strong CP problem of quantum chromodynamics. It implies a very
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David G Williams
dwilliams999
John Conway died today from #Coronavirus. He was a central figure in one of the deepest and most compelling mysteries in mathematics, physics and computer science: the Monster Vertex Super-algebra
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Miguel Zumalacarregui
miguelzuma
New paper with @jmezquiagabravo, new framework, new GW effects & new GR tests: https://arxiv.org/abs/2009.12187 We find that a gravitational lens can split a GW signal in theories beyond GR, much like
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Babak Seradjeh
BSeradjeh
1/ What is energy? How was it discovered? How did the concept become a bedrock of our modern understanding of the universe? — A Sunday 2/ What is energy?We
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Alex Kontorovich
AlexKontorovich
Triple product L-functions arise naturally in (at least) the following two ways:1) (Arithmetic) Quantum Unique Ergodicity (AQUE)2) Langlands functoriality for GL(2)xGL(2)Let's first talk about AQUE (for which Lindenstrauss won a
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Cm Manasvi ✨
cm_manasvi
Hello! My name is Manasvi and I am taking part in the #GlobalScienceShowToday I’ll be talking about Ernest Haeckel, My favourite science artist! Next up is @shivaanisrini11 ! Bonus: I've
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peace&chemicals studios
peace_chemicals
let me dye a custom pair of harem pants for you! Or maybe you’d prefer leggings or yoga pants?High vibrational comfy cotton/rayon fabric to wrap around your lower half &
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K E N a e s t h e t i c 🖤
KENaesthetic_
27 things in one person—and there are still not enough words to describe you. REQUEST @SB19Official@MTV #FridayLivestream@JoshCullen_S#JCSexiestBirthday You are a universe—known but still a mystery,with beautiful black holesand lovely s
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Vidit Nanda
viditnanda
[1/20] Complexes of groups are concrete objects living at the intersection of many abstract fields of mathematics: algebraic topology, algebraic+differential geometry, and even higher categories.But their most natural home is
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Audrey🏳️⚧️
AudreyRosevear
Seiberg-Witten Theory, thread 1/2: 4-manifolds and "why Seiberg-Witten Theory?" After this I will do a thread going a little more into the technical details, because I think too often the
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Kyle Cranmer
KyleCranmer
Very excited to share our newest paper combining machine learning & physics. We develop normalizing flows that impose the elaborate of symmetry groups you find in fundamental particle physics. It's
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