copy and paste this google map to your website or blog!
Press copy button and paste into your blog or website.
(Please switch to 'HTML' mode when posting into your blog. Examples: WordPress Example, Blogger Example)
On the hardness of the NTRU problem - IACR We provide two answers to the long-standing open problem of providing reduction-based evidence of the hardness of the NTRU problem First, we reduce the worst-case approximate Shortest Vector Problem over ideal lattices to an average-case search variant of the NTRU problem
On the Hardness of the NTRU Problem | SpringerLink We provide two answers to the long-standing open problem of providing reduction-based evidence of the hardness of the NTRU problem First, we reduce the worst-case approximate Shortest Vector Problem over ideal lattices to an average-case search variant of the NTRU problem
Making NTRU as Secure as Worst-Case Problems over Ideal Lattices In the present work, we show how to modify NTRUEncrypt to make it provably secure in the standard model, under the assumed quantum hardness of standard worst-case lattice problems, restricted to a family of lattices related to some cyclotomic fields
On the Hardness of the NTRU Problem - simons. berkeley. edu In this talk, we will describe different variants of the NTRU problem, and study how they compare to each other (and to other more classical lattice problems) in terms of reduction
On the hardness of the NTRU problem - Archive ouverte HAL We provide two answers to the long-standing open problem of providing reduction-based evidence of the hardness of the NTRU problem First, we reduce the worst-case approximate Shortest Vector Problem over ideal lattices to an average-case search variant of the NTRU problem
On the hardness of NTRU problems - journal. hep. com. cn In this paper, we show that for any algebraic number field K, the NTRU problem with suitable parameters defined over the ring of integers R is at least as hard as the corresponding Ring-LWE problem
On the hardness of the NTRU problem - iacr. steepath. eu We provide two answers to the long-standing open problem of providing reduction-based evidence of the hardness of the NTRU problem First, we reduce the worst-case approximate Shortest Vector Problem over ideal lattices to an average-case search variant of the NTRU problem
On the hardness of the NTRU problem - IACR Cryptology ePrint Archive We provide two answers to the long-standing open problem of providing reduction-based evidence of the hardness of the NTRU problem First, we reduce the worst-case approximate Shortest Vector Problem over ideal lattices to an average-case search variant of the NTRU problem