32 citations · 40 across the 13 of their papers we have counts for
13 papers
On the last fall degree of Weil descent polynomial systems
Ming-Deh Huang
Given a polynomial system over a finite field which is not necessarily of dimension zero, we consider the Weil descent of over a subf…
Algebraic blinding and cryptographic trilinear maps
Ming-Deh A. Huang
It has been shown recently that cryptographic trilinear maps are sufficient for achieving indistinguishability obfuscation. In this paper we develop algebraic blinding techniques f…
Weil descent and cryptographic trilinear maps
Ming-Deh A. Huang
It has recently been shown that cryptographic trilinear maps are sufficient for achieving indistinguishability obfuscation. In this paper we develop a method for constructing such…
Trilinear maps for cryptography II
Ming-Deh A. Huang
We continue to study the construction of cryptographic trilinear maps involving abelian varieties over finite fields. We introduce Weil descent as a tool to strengthen the security…
Trilinear maps for cryptography
Ming-Deh A. Huang
We construct cryptographic trilinear maps that involve simple, non-ordinary abelian varieties over finite fields. In addition to the discrete logarithm problems on the abelian vari…
On the last fall degree of zero-dimensional Weil descent systems
Ming-Deh A. Huang, Michiel Kosters, Yun Yang +1
In this article we will discuss a new, mostly theoretical, method for solving (zero-dimensional) polynomial systems, which lies in between Gröbner basis computations and the heuris…