Matias Roldan
@roldan_matiasMobile apps developer. Passionate about AI and math♟🚴♂️
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[Repost] Why geometric computing for AI? IMHO, geometric calculus & computing is the Atlas of AI. Examples: tensor calculus, differential forms, symplectic calculus, cohomology, etc.
![FrnkNlsn's tweet image. [Repost]
Why geometric computing for AI?
IMHO, geometric calculus & computing is the Atlas of AI.
Examples: tensor calculus, differential forms, symplectic calculus, cohomology, etc.](https://pbs.twimg.com/media/Gcssqj4bcAMtknD.jpg)
"While good mathematicians can answer interesting questions, great mathematicians can ask interesting questions." Jay Cummings
Why geometric computing for AI? IMHO, geometric calculus & computing is the Atlas of AI (eg., tensor calculus, symplectic calculus) x.com/SonyCSL/status…
“El álgebra no es más que geometría y la geometría no es más que álgebra abstracta” Marie-Sophie Germain(1776-1831)
How sophisticated is the maths in AI? Go on, have a guess. Because guessing is what AI itself would do. Terry Tao introduces his @OxUniMaths London Lecture, a journey through the potential for AI in science & maths. Watch from 5pm BST, Wed 7 August: youtu.be/_sTDSO74D8Q
En el Día Internacional de las Mujeres Matemáticas, Matilde Martínez, de @Udelaruy, y ℂ𝕒𝕞𝕚𝕟𝕠 𝕙𝕒𝕔𝕚𝕒 𝕟𝕚𝕟𝕘ú𝕟 𝕝𝕦𝕘𝕒𝕣, el nuevo episodio de #ConversacionesMatematicas por #MatematicaSentimental.
Mathematics and mystery. Shiver in ecstasy. The circle that fits precisely inside a 3-4-5 Pythagorean triangle has an area of π. OMG.
Revolucionando la #agricultura: Drones pulverizando para una gestión precisa y eficiente de los #cultivos.🌿🚁 Revolutionizing agriculture: Drones spraying for precise and efficient #crop management. 🌿🚁 #agtech #drones #precisionfarming
Embracing the future of agriculture with AI! 🚜 From precision farming and crop monitoring 🌱 to predictive analytics 📊 and smart machinery 🤖, AI is revolutionizing how we grow food. Increased yields, reduced waste, and sustainable practices are within reach! 🌍🌱👩🌾 #agtech
Here's a short dynamics-based explanation of the equation e^(πi)=-1
Google launched 10 FREE courses on Generative AI 🔥 Each course can be completed in 1 day! Here is an overview and links for each of them:
I recommend the paper: Hidden Technical Debt in Machine Learning Systems, by D. Sculley to have a summary of the necessary components for the implementation of ML solutions in production proceedings.neurips.cc/paper_files/pa…
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