by kulesh
The Fast Marching
IPFS
12 January 2023•TEZOS•IPFS
A signed distance function (SDF) is a mathematical function that describes the distance between a point in space and a fixed reference point or surface. The distance is signed, meaning it can be positive (outside the reference surface), zero (on the reference surface), or negative (inside the reference surface). SDFs are commonly used in computer graphics and robotics for collision detection, object representation, and path planning. They can also define complex shapes and perform Boolean operations on them. One of the most common algorithms to compute the SDF is known as the "Fast Marching Method."
Genuary 2023: Signed distance function
Genuary 2023: Signed distance function
A digital artist living in Poland, New Zealand, Chile and Scotland; exploring codegen, glitch and datamoshing.
100 EDITIONS
•0 RESERVES
minted
100 / 100
fixed price
1 TEZ
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH