Lecture 17: The Catmill-Clark subdivision algorithm for generating surfaces is described.
lecture starts at 3:06
Man, how many pieces of chalk has this dude broken so far?
11
He's holding it wrong. The index finger needs to be placed on the tip of the chalk, and all pressure applied with it.
How to express a nonstationary subdivision scheme in matrix form and how to analyze the convergence of that scheme???
Is there a record of the course he was mentioning in 36:26 ?
Пікірлер: 6
lecture starts at 3:06
Man, how many pieces of chalk has this dude broken so far?
@chandannaik7652
5 жыл бұрын
11
@CassiaConvolution
Жыл бұрын
He's holding it wrong. The index finger needs to be placed on the tip of the chalk, and all pressure applied with it.
How to express a nonstationary subdivision scheme in matrix form and how to analyze the convergence of that scheme???
Is there a record of the course he was mentioning in 36:26 ?