Astranis Space Technologies’ Post

Planet-scale networks of radio telescopes are not the only way to visualise a #blackhole - mathematicians have been doing if for decades, with equations and diagrams based on the mathematics of general relativity. Foundations of General Relativity by Klaas Landsman explains the history, concepts, and #mathematics behind these theories, so that readers can follow the latest research in #generalrelativity and black holes for themselves. Watch our animation to find out more: https://bit.ly/3U1mT8l

I just came across a very interesting algorithm of traversing a binary tree in O(1) space complexity inorder. This is the Morris traversal algorithm.

my new series, "umbrae" : shadow-scape, now on https://lnkd.in/em3jDtsK a series revolving around a changing environment and a conceivable future. take a look.

Here is my attempt to describe special theory of relativity in a NutShell. Material is taken from wiki links: https://lnkd.in/g3dtSZcr https://lnkd.in/gWUHh2-7

The Latest Version of: The Unified Theory of Dynamic Space

Live panel discussion on the theories of relativity, time travel and the paradoxes revolving around it

How To Learn Mathematics For General Relativity, Episode 5: Non Euclidean Geometry This is an introduction to General Theory of Relativity. This video, explain the concepts of General Relativity. Precisely, it explains about non Euclidean geometry and its relation to General Relativity. Welcome to the fifth episode in this series, where you will be learning about non Euclidean geometry, elliptic, hyperbolic geometry, how the concepts of General Relativity is related to these geometries and most importantly, what are the best books to study this geometry. You will also get a complete review of these books. (i) Introduction (ii) Recap of the earlier video (iii) What is Non Euclidean Geometry (iv) Why you need to learn Non Euclidean Geometry (v) Euclidean and non Euclidean geometries (vi) Book on history of Geometry (vii) Book on foundation of Euclidean and Non Euclidean geometry (viii) Book 3 Geometry Illuminated (ix) In which sequence you will read the books (x) Conclusion https://lnkd.in/gwiD8QQm #introductiontogeneralrelativity #generaltheoryofrelativity #generalrelativityexplained

This is the best explanation of the 'Theory of Relativity' with pictures.

I'm happy to share my new article 's link about the  Bouchner techniques in the Complex projective space. https://lnkd.in/dn2VTR4u