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- Application of Algebraic Geometry to Number Theory
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- Let $G$ be a group of order $p^2$ then $G$ is isomorphic to $\mathbb{Z}_{p^2}$ or $ \mathbb{Z}_p \times \mathbb{Z}_p$.
- Tensor product $(f'\circ f)\oplus(g'\circ g) = (f'\oplus g')\circ (f\oplus g)$ using modules definition when $i,j$ are homomorphisms
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- Prove: $\cos^3{A} + \cos^3{(120°+A)} + \cos^3{(240°+A)}=\frac {3}{4} \cos{3A}$
- Find $f_x$ in terms of $f$
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- distribution divergence metric that takes rank order into consideration
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# Star System/Galactic Map Creator?

2017-04-21 12:01:13

I was wondering how people generated star maps/galactic maps for their world, I've been struggling to find any tools.

Thanks!