Problem 1165. Convert double scalar to half-precision floating point (IEEE 754r)

Created by Tom Holz

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Last Solution submitted on Jul 24, 2022

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Rafael S.T. Vieira on 2 Oct 2020

The only thing missing from the test suite are nans,regardless, it's a very good problem. Learned how to extract minus from minus 0, and finally took my time to learn about the controversial denormal floating-points numbers.

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Solution 185670

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Tom Holz on 8 Jan 2013

This is an elegant and very MATLAB solution--looks easy to vectorize or adapt to single conversion as well.

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Problem 1165. Convert double scalar to half-precision floating point (IEEE 754r)

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Problem 1165. Convert double scalar to half-precision floating point (IEEE 754r)

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