If I knew wherw I could find it I'd post my noyes on relativity in relation to newtons laws.That would be cool O.O
To be honest, I never have to take notes.lol me neither, one time the teacher made us take notes for credit and so I turned to my friend and asked him how to take notes and he just laughed.
If I knew wherw I could find it I'd post my noyes on relativity in relation to newtons laws.That would be cool O.O
I was at a math conference when it finally clicked for me what a hyper cube was. Once I figured it out, I came up with a way to draw them and I was applying graph theory to it ^-^Id love to understand that. It completely confuses me. I cant seem to visualize >3dimensional objects
No one can really visualize them (for obvious reasons), but if you think about it enough you can figure out how it relates to cubes and lower-dimensional stuff.I was at a math conference when it finally clicked for me what a hyper cube was. Once I figured it out, I came up with a way to draw them and I was applying graph theory to it ^-^Id love to understand that. It completely confuses me. I cant seem to visualize >3dimensional objects
Dimensions | Sides |
0 | 0 |
1 | 1 |
2 | 4 |
3 | 12 |
4 | 32 |
5 | 80 |
n | n2n–1 |
Dimensions | Subrectangles (not sure how to put that) |
0 | null |
1 | 2 points |
2 | 4 lines |
3 | 6 squares (faces) |
4 | 8 cubes |
5 | 10 hypercubes |
n | 2n |
n2n–1n2n–1 *cough* ?
More generally, the number of k-dimensional subcomponents in a n-dimensional hypercube is 2n-k*nCk.how do you get non integer dimensions?
With the gamma function we can easily analyze non-integer dimension hypercubes :D