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#DontRushBlackGirlMATHgic Special guest at the end 😉💜✨ pic.twitter.com/RKwzZZJDAT
— Maester Michole (@mathematichole_) April 7, 2020
I'm very uncomfortable that someone with 204k followers and a responsibility for accurate dataviz should make the claim that "the UK death toll is accelerating", on the basis of 2 days' figures. https://t.co/d09tC7gLOk
— Oliver Johnson (@BristOliver) April 2, 2020
Wow, @preskill just posted a new paper! Will this be the next trend after NISQ and quantum supremacy? pic.twitter.com/HyQ9XJyLic
— Māris Ozols (@enclanglement) April 1, 2020
This is an integer 👇 UNBELIEVABLE! pic.twitter.com/iFPh3DSrQe
— Tamás Görbe (@TamasGorbe) March 31, 2020
How many of the answers to this poll will be chosen by more than 33% of the respondents?
— Daniel Litt (@littmath) April 4, 2020
Everyone knows that all circles are similar. But did you know that all parabolas are similar?
— Tamás Görbe (@TamasGorbe) April 3, 2020
The ratio of the red parabolic arc length and the blue focal parameter is
√2 + log(1+√2) = 2.29558...
for any parabola. This is the universal parabolic constant, the “π of parabolas”. pic.twitter.com/JntitYWd7q
Non-Euclidean visualizations usually show some regular constructions. Could we visualize the geometries themselves?
— Zeno Rogue (@ZenoRogue) April 1, 2020
Let's distribute the snowballs randomly.
This is the Euclidean space. Looks a bit like space flight in some old video games. (1/10) pic.twitter.com/AHBqqjit26
Politics is back, baby! It's good again.
— Sonia (@yet_so_far) April 6, 2020
Full-throated defences of liberal values from liberal commentators can resume in the fullest confidence, now that the only political project that was in any danger of acting on their principles has been defeated. https://t.co/0TxmpGKOZf
Look at the Wuhan line on this new graph from @jburnmurdoch. The lockdown was introduced there on 23rd Jan – 69 days ago – which means this entire Wuhan curve has happened since then. It shows how long it can take to see the effect of control measures on the number of deaths. pic.twitter.com/MAsBIzFevj
— Adam Kucharski (@AdamJKucharski) April 1, 2020
Math textbooks are full of "fake-world applications": contrived scenarios that pretend to be about practical problems but would clearly never occur outside a math textbook. Already ancient Babylonian math is full of this. Social context helps explain why. https://t.co/MAkGPE3V9q
— Viktor Blåsjö (@viktorblasjo) March 31, 2020
Daughter C (11 years old) just finished the whole set of Jenga Views puzzles. She was very proud of herself. (Puzzles can be found here https://t.co/9px8ObJiHt) #Homeschooling2020 😍 pic.twitter.com/TzqrAYGjdB
— David Butler (@DavidKButlerUoA) April 1, 2020
After an eight-year struggle, Shinichi Mochizuki has finally gotten his 600-page proof of the abc conjecture accepted in a peer-reviewed journal. But some experts are still unconvinced.
— Davide Castelvecchi (@dcastelvecchi) April 3, 2020
Photo credit: Kyoto Universityhttps://t.co/vUQw5sfQu3 pic.twitter.com/0zlHJgovae
How many of the answers to this poll will be chosen by more than 10% of the respondents?
— Daniel Litt (@littmath) April 4, 2020
Explaining an important statistical idea in @nntaleb 's "What you see and what you don't see" paper to kids: https://t.co/miItsunHjn #math #mathchat
— Mike Lawler (@mikeandallie) April 5, 2020
Hoy en las matemáticas de #AprendemosEnCasa vamos a hablar de nuestro sistema de numeración. El sistema decimal posicional. pic.twitter.com/i8dxfDx0Am
— Daniel Ruiz Aguilera (@druizaguilera) March 31, 2020
Some new comments by Scholze on abc, from here: https://t.co/83eriOY8Kq
— Daniel Litt (@littmath) April 6, 2020
Let me just add to this my own understanding — I’ve spent a fair amount of time with these papers and I see no evidence of new ideas whose strength would suffice to say anything exciting about abc. pic.twitter.com/m9jNbAco8B
I highly recommend the Bates LaTeX manual and @overleaf. After two (75 minute) classes, I had 100% of students producing LaTeX documents mostly without help. https://t.co/TlgYMEz6wk
— Dr. Kate Owens (@katemath) April 4, 2020
Hoy vamos a hablar de álgebra en #AprendemosEnCasa. Sí, veremos que desde edades muy tempranas podemos plantear actividades para trabajar el álgebra. ¡Dentro hilo! pic.twitter.com/2pt3394dES
— Daniel Ruiz Aguilera (@druizaguilera) April 1, 2020
☺️☺️☺️ pic.twitter.com/ZbRquXLJml
— Expert Deadname Forgetter (@Category_Fury) April 6, 2020
The BBC are the right people to comment on issues around PPE: their health editor literally has a degree in it.
— Oliver Johnson (@BristOliver) April 1, 2020