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A Variant of NTRU with Non-invertible Polynomials

William D. BanksContact Information and Igor E. ShparlinskiContact Information

(6)  Department of Mathematics, University of Missouri, 65211 Columbia, MO, USA
(7)  Department of Computing, Macquarie University, 2109 Sydney, NSW, Australia
Abstract
We introduce a generalization of the NTRU cryptosystem and describe its advantages and disadvantages as compared with the original NTRU protocol. This extension helps to avoid the potential problem of finding “enough” invertible polynomials within very thin sets of polynomials, as in the original version of NTRU. This generalization also exhibits certain attractive “pseudorandomness” properties that can be proved rigorously using bounds for exponential sums.

Contact Information William D. Banks
Email: bbanks@math.missouri.edu

Contact Information Igor E. Shparlinski
Email: igor@ics.mq.edu.au
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