What about an AstroPy version speeded up in calculations through the use of GPUs and tools such as nvc++ and Cython?
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I believe that there is no doubt about the possibility of speeding up some routines through the Nvidia cards. The central point of the matter, as far as I'm concerned, is that most of these opportunities are currently open only to those who work under Unix, while they remain precluded to who - like me - prefer to work in a Windows environment.
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He said it is for a performance boost already.
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On Sun, Nov 22, 2020 at 2:59 PM Kris A. Stern <krisa...@gmail.com> wrote:He said it is for a performance boost already.Hi Kris,I believe Madison was asking for a specific calculation or a particular function in Astropy that could benefit from the use of GPUs. I will second their point that the discussion needs to have a narrower focus in order to help the developers see how to make Astropy more useful in research that demands such performance.
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