4 ms·
Regarding Julia, check the backup slides (no. 20-29) of this talk by mine: https://www.slideshare.net/MaurizioTomasi/towards-new-solutions-for-scientific-compu
by ziotom78 8y ago
Regarding Julia, check the backup slides (no. 20-29) of this talk by mine:
https://www.slideshare.net/MaurizioTomasi/towards-new-solutions-for-scientific-computing-the-case-of-julia https://www.slideshare.net/MaurizioTomasi/towards-new-soluti...
Sure, I am not calculating the product of two matrices, but something else. In that case, I proved that Julia's performance is entirely on par with vectorized C++. I am indulged to believe that somebody might produce similar results for the test you are proposing (matrix product).
- enriquto 8y agoCan you please provide a download link for the pdf of these slides?
- ziotom78 8y agoThere should be a "Download" button just below the title, which allows downloading the PDF. If it doesn't work, you can find the file "presentation.pdf" in this BitBucket repository: https://bitbucket.org/Maurizio_Tomasi/adass2018-julia/src/master/ https://bitbucket.org/Maurizio_Tomasi/adass2018-julia/src/ma...
- enriquto 8y agoThanks! it's a great presentation and it answers many of my questions. (and no, the download button does not work for me)