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US Patent 11924346 Efficient and masked sampling of polynomials for lattice-based cryptography

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Is a
Patent
Patent
0

Patent attributes

Patent Jurisdiction
United States Patent and Trademark Office
United States Patent and Trademark Office
0
Patent Number
119243460
Patent Inventor Names
Melissa Azouaoui0
Markus Schoenauer0
Joost Roland Renes0
Tobias Schneider0
Date of Patent
March 5, 2024
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Patent Application Number
177321640
Date Filed
April 28, 2022
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Patent Citations
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US Patent 11528124 Masked comparison circumventing compression in post-quantum schemes
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US Patent 11595195 Masked decoding of polynomials
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US Patent 11502819 Efficient masked polynomial comparison
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Patent Primary Examiner
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Vu V Tran
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CPC Code
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G06F 9/30018
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H04L 9/3026
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H04L 9/3093
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Patent abstract

Various embodiments relate to a data processing system comprising instructions embodied in a non-transitory computer readable medium, the instructions for masked sampling of polynomials for lattice-based cryptography in a processor, the instructions, including: determining a number m of random bits to be sampled based upon a sample bound parameter β; producing a plurality of Boolean masked shares of a polynomial coefficient each having the determined number m of random bits using a uniform random function; determining that the polynomial coefficient is within a range of values based upon the sample bound parameter β; converting the plurality of Boolean masked shares of the polynomial coefficient to a plurality of arithmetic masked shares of the polynomial coefficient; and shifting the plurality of arithmetic masked shares based upon the sample bound parameter β.

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