Hilariously Fast Volume Computation with the Divergence Theorem

·Hacker News··

Hilariously Fast Volume Computation with the Divergence Theorem16 Feb 2018(No, there won’t be jokes.) The following presents a fast algorithm for volume computation of a simple, closed, triangulated 3D mesh. This assumption is a consequence of the divergence theorem. Further extensions may generalise to other meshes as well, although that is presently out of scope. We begin with the definition of volume as the triple integral over a region of the constant one: V=∭R1dVV = \iiint_R 1 \mathrm{d}V L

Read full article →

Related Articles

Saving 100 terabytes of memory by optimizing 1.1.1.1's DNS cache
TangerineDream · Hacker News · 20h ago
We found a division by zero bug in FFmpeg with a vibecoded fuzzer
dclavijo · Hacker News · 19h ago
Climate change is strengthening El Niño, coral records suggest
shymaple · Hacker News · 6h ago
Decompiling a Nintendo 64 game in 84 days
knackers · Hacker News · 22h ago
Tell HN: PayPal Blocks GrapheneOS
leumon · Hacker News · 1d ago