Released into the #PublicDomain and uploaded to #WikimediaCommons, together with the #Mathematica script used to generate it: https://commons.wikimedia.org/wiki/File:Wavefront_Shaping_Focussing.gif
Released into the #PublicDomain and uploaded it on #WikimediaCommons, together with the #Mathematica code used to generate it: https://commons.wikimedia.org/wiki/File:Shack-Hartmann.gif
For the people at Wikimedia Commons: I used to be User:Berto, but I lost my password, so I now I am User:Clodovendro. I make a number of scientific visualizations using #Mathematica, and I release them into the #PublicDomain (and upload the on Commons so everyone can use them).
Woxi - An interpreter for the Wolfram Language written in Rust
Discussions: https://discu.eu/q/https://github.com/ad-si/Woxi
[Перевод] Markdown презентации по-новому: контроллер Nintendo, интерактивный блокнот и немного магии
Как превратить скучные слайды в интерактивную демонстрацию, где код можно запускать прямо на месте? В этой статье попробуем перенести презентацию в браузер, а затем — в «блокнот». Интерактивные среды, такие как Jupyter Notebook, Observable, Mathematica, WLJS Notebook, позволяют создавать живые презентации, лекции и наглядные материалы для коллег или студентов. Они незаменимы и для визуализации моделей, симуляций и любых данных. Под катом — примеры, пошаговый разбор и демо вживую.
oh, man! @Wolfram just sent me a 60 free subscription to #Mathematica .. now i’m just gonna get all addicted..
Гироскоп в презентации или зачем брать с собой JoyCon на большую научную конференцию
Анимации и свистоперделки в том виде, в котором они были популярны с PowerPoint 10 или 20 лет назад, значительно отступили на второй план. Любые технические доклады сейчас - это зачастую просто PDF документ. А хотелось бы больше 
Как? Зачем превращать буханку хлеба в космический корабль? И при чем тут физика и webdev? Давайте разбираться! (осторожно! трафик)
Dear scientists of mastodon, I am once again asking for assistance 
I want to evaluate:
F(\omega',\omega)=\int_{-\infty}^{\infty}f(t,\omega)e^{i(\omega-\omega')t}dt
For easy cases, frequency shifting property of Fourier transform will be enough. If f(t,omega)=a, the result will be 2*pi*a*delta(omega-omega').
I've tried to solve this in Matlab, but I lack of any confidence on this matter (script on alt-text).
How would you implement this? Thank you 
Hola! Cientifiques de Mastodon, especialmente si usáis Matlab, Mathematica, o Python. Estoy atascado con un problema ¿Podríais echarme un cable?
He obtenido una expresión analítica general que bajo casos puntuales soy capaz de "resolverla a mano", pero en otros casos las integrales no tienen solución analítica.
\int_{-\infty}^{t}dt'e^{\int_{t}^{t'}ds \gamma(s)}e^{-i\omega(t'-t)}
¿Cómo lo implementaríais en un script de integración numérico? Gracias
I didn't have time to fully update the code for #GPUZen3 on #Unity 6 LTS. So for now I'm sharing illustrations code and Jacobian derivation notebook (#Mathematica).
Plus some illustrations I did not use in the book chapter.
https://github.com/soufianekhiat/gpuzen3-ibl-brdf-mis-ssis
The following equations use each of the digits \(1\) to \(9\) exactly once.
\[\Huge\boxed{567=\sqrt{321489}}\]
\[\Huge\boxed{854=\sqrt{729316}}\]
In fact, there are only \(2\) solutions to \(n=\sqrt N\) or \(n^2=N\), with the condition that \(n\) and \(N\) together use each of the digits \(1\) to \(9\) exactly once. See what #Mathematica and #Python return. Also, \(n^k=N\) seems to have no solutions for \(k\neq2\).
Python code:
[1] https://www.mycompiler.io/view/GEAYSh5dYeG
[2] https://sagecell.sagemath.org/?z=eJyFUduKwjAQfS_0HwZfkrhFUNdbwV_oD4iU7iaVWeykJHFfxH_fTLVeirDzcAiZM5dzpna2AQzGBWuPHrBprQvQGtecQhXQkk-TNNGmBvTlb3VEXXp7PHFGUgaFytMEYnzb5gvJ6FLjAYOHLfjgJCn46B6FutKcCSdH4OMQo-WgSMF2CzsxFRmIGcOc4ZNhwbBkWDGsGTZi3-9WIz328rJf6v4T19ntr3-1dZ08QHqRKcV0Nv9cLFfrjejrez4y2VV0MHKawUblAA8CB5VRZBwixOTHIkluvMtxr15pxTsa5kMaRQpSkF3XYYtbrniTwzqWjscwYx8LqEj_c7TnuHs1qdrWkJZX5vBuNxIb_-zu8ABpwr5xB7bunrjNbR1LqEcs9EyXrFN1Li4j9QdHwLWv&lang=python&interacts=eJyLjgUAARUAuQ==
[Перевод] Моделируем поверхность Земли в пару строчек
Вы когда-нибудь играли в Outer Wilds ? Планеты там невероятно красивы. Это собственно стало основной мотивацией создать свою простую модель планеты, используя реальные географические данные о высотах и немножко магии Wolfram Language
Released into the #PublicDomain and uploaded on #WikimediaCommons together with the #Mathematica script used to generate it: https://commons.wikimedia.org/wiki/File:Epicycles.gif
This is what people mean when they talk about "readable code," right?
(This is in fact a valid—and useful—line of #Mathematica code…)
My #introduction in #English seems to have been lost in moving instances, so here's a fast-drawn new one in hashtags:
#science #physics
since 2021 working on
#fiberlinks #frequency #time #transfer #reference #quantum #metrology
before that on
#biophysics #raman #spectroscopy #microscopy #biofilm #bacteria #protein #microplastics
#programming
#python (#fortran #mathematica )
Other interests:
#plants #cats #sciencefiction #fantasy #reading #writing #audiobooks
IMHO one of the prime reasons that most code found in academic (and perhaps corporate?) settings suck is because we don't teach people to use functional programming constructs. I have observed this in #perl, #rstats, #Mathematica & even #C (assuming you take care with pointers).
IMHO One of the prime reasons that most code found in academic (and perhaps corporate?) settings suck is because we don't teach people to use functional programming constructs. I have observed this in #perl, #rstats, #Mathematica & even #C (assuming you take care with pointers).
IMHO One of the prime reasons that most code found in academic (and perhaps corporate?) settings suck is because we don't teach people to use functional programming constructs. I have observed this in #perl, #rstats, #Mathematica & even #C (assuming you take care with pointers).
Blogged about math packages a bit.
Released into the #PublicDomain and uploaded to #WikimediaCommons together with the #Mathematica script used to generate it: https://commons.wikimedia.org/wiki/File:Ashcroft-diffraction.webm
(has moved)