SheepKilla 473 Posted June 6, 2021 Share Posted June 6, 2021 Assume K represents a point in curved space which is undefinable both in principle and in theory. Now extend the vector field of K into a 4-by-4 matrix with a polynomial co-efficient of x raised to the power of 2. How does the Lorenz field map onto the set of real integers in non-Euclidean space, assuming Godel's incompleteness theorems? Quote Link to post Share on other sites
PuNKy_LeMmInG 172 Posted June 6, 2021 Share Posted June 6, 2021 wasnt great at maths and never studied quantum physics...string theory etc lol Quote Link to post Share on other sites
SheepKilla 473 Posted October 10, 2021 Author Share Posted October 10, 2021 Nobody has answered my question yet. Quote Link to post Share on other sites
Voidler 1,675 Posted October 10, 2021 Share Posted October 10, 2021 20 minutes ago, SheepKilla said: Nobody has answered my question yet. Do your own homework dumbass 2 Quote Link to post Share on other sites
kaz 2,439 Posted October 10, 2021 Share Posted October 10, 2021 dude dropped out of high school and acts like he wants to solve this nonsense 1 Quote Link to post Share on other sites
jehurey 3,230 Posted October 10, 2021 Share Posted October 10, 2021 it would, visually, look like the topography of a ballsack Next question. 1 Quote Link to post Share on other sites
Goukosan 2,250 Posted October 10, 2021 Share Posted October 10, 2021 13 hours ago, Voidler said: Do your own homework dumbass Quote Link to post Share on other sites
kaz 2,439 Posted October 10, 2021 Share Posted October 10, 2021 what the fuck is wrong with him Quote Link to post Share on other sites
Recommended Posts
Join the conversation
You can post now and register later. If you have an account, sign in now to post with your account.