Multilinear Maps over the Integers Using Modulus Switching, by Gu Chunsheng

After CLT13 of multilinear map over the integers was broken by Cheon, Han, Lee, Ryu and Stehle using zeroizing attack, a new variant CLT15 of CLT13 was proposed by Coron, Lepoint and Tibouchi by constructing new zero-testing parameter. Very recently, CLT15 was broken independently by Cheon, Lee and Ryu, and Minaud and Fouque using an extension of Cheon et al.'s attack. To immune CLT13 against zeroizing attack, we present a new construction of multilinear map over the integers using switching modulus technique. The security of our construction depends upon new hardness assumption.