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Re:When Math Gets Impossibly Hard by andrewjl on Wednesday September 16, 2020 @06:48PM (#24498911)
Is this something an FPGA or something similar could do? Would be interesting to know of any home-brew attempts at this out there.
Re:When Math Gets Impossibly Hard by klyrs on Wednesday September 16, 2020 @08:51PM (#24499940)
Re:When Math Gets Impossibly Hard by XMPPwocky on Thursday September 17, 2020 @01:35AM (#24501536)
FPAAs don't really exist as products you can buy, as far as I know (unlike FPGAs, which are a very mature technology to the point that I suspect there's nontrivial (say, >5%) odds the average HN reader owns something with a FPGA in it somewhere.))
Re:When Math Gets Impossibly Hard by andrewjl on Thursday September 17, 2020 @02:33AM (#24501796)
I didn't know about this. It's curious that the article mentions that recently (2016) improved FPAAs were demonstrated. Perhaps an opportunity where there wasn't one before.
Re:When Math Gets Impossibly Hard by bashinator on Wednesday September 16, 2020 @08:02PM (#24499569)
I wonder how difficult it would be to re-purpose a modular analog audio synthesizer for this. Since they're direct descendants of analog computers in the first place.
Re:When Math Gets Impossibly Hard by andrewjl on Thursday September 17, 2020 @02:41AM (#24501831)
There are ASICs out there that simulate analog synths, such Universal Audio. Brings to mind some interesting pure software approaches if that were the case.