JeremyW
10-07-2002, 11:42 AM
Could someone shed some light on the issues surrounding mixed client Net farms. First there was issues with the XL native particle system. Baking was added to resolve this. Then there was the issue with PyroC, where the procedural noises would render differently form mac-client to win-client (still unresolved AFAIK). Now I hear that things like soft-IK don't like a mixed client render farm.
Waz'up wi'dat?
The answer I usually hear is that different CPU's generate different randomness. With my limited understanding of such things, I thought that computers don't really do real randomness, but rather a sort of pseudo randomness, or a pattern generated by an algorithm to simulate randomness.
So why can't all these processes simply use a shared pseudo-randomness generating algorithm, rather than allowing each CPU type to wing it.
After all, SLA noises work just fine across platforms.
It would be SWEET, if when a "random" element is required, rather than dipping into the black box of platform dependant randomness, why not allow us to specify our own flavor of SLA as a pseudo-random data source. SLA noises could be used as gray-scale pseudo-random gradients to generate source data to give the impression of randomness.
Am I way off base here...or on the brink of a darned good idea?
Waz'up wi'dat?
The answer I usually hear is that different CPU's generate different randomness. With my limited understanding of such things, I thought that computers don't really do real randomness, but rather a sort of pseudo randomness, or a pattern generated by an algorithm to simulate randomness.
So why can't all these processes simply use a shared pseudo-randomness generating algorithm, rather than allowing each CPU type to wing it.
After all, SLA noises work just fine across platforms.
It would be SWEET, if when a "random" element is required, rather than dipping into the black box of platform dependant randomness, why not allow us to specify our own flavor of SLA as a pseudo-random data source. SLA noises could be used as gray-scale pseudo-random gradients to generate source data to give the impression of randomness.
Am I way off base here...or on the brink of a darned good idea?
