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Parallella Community • View topic - paper on extended "double-single" precision

paper on extended "double-single" precision

Generic algorithms that could be implemented in almost any language, e.g. matrix operations and FFT.

paper on extended "double-single" precision

Postby notzed » Sat Jun 14, 2014 11:05 am

The paper ``Extended-Precision Floating-Point Numbers for GPU Computation'' by Andrew Thall may be of use for the epiphany.

It outlines some basic flops for a double-single format that I presume should be faster (and smaller) than a software-ieee-double library. All operations are decomposed into 32-bit flops so can run on hardware. It approximately doubles the mantissa accuracy but doesn't extend the exponent.

I downloaded it from here: http://andrewthall.net/papers/df64_qf128.pdf
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Re: paper on extended "double-single" precision

Postby upcFrost » Sat May 27, 2017 11:28 pm

Actually it might worth trying to implement. I'll try probably, at least basic ops
Current LLVM backend for Epiphany: . Commits and code reviews are welcome
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Re: paper on extended "double-single" precision

Postby jar » Sun May 28, 2017 12:42 am

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