Sep 23, 2018 · Abstract: The security parameter for a linear complementary pair (C, D) of codes is defined to be the minimum of the minimum distances d(C) ...

Abstract—The security parameter for a linear complementary pair (C, D) of codes is defined to be the minimum of the minimum distances d(C) and d(D⊥).

Abstract—The security parameter for a linear complementary pair (C, D) of codes is defined to be the minimum of the minimum distances d(C) and d(D⊥).

A pair ( C , D ) of linear codes over K of length n is called a linear complementary pair (LCP) if C ∩ D = { 0 } and C + D = K n , or equivalently if C ⊕ D = K ...

in two linear codes C and D of length n over Fq, which are supplementary (i.e. have trivial intersection and direct sum equal to the whole space Fn q ). We ...

Jul 17, 2019 · Abstract:We give a short and elementary proof of the fact that for a linear complementary pair (C,D), where C and D are 2-sided ideals in a ...

LCP codes can enhance the security of sensitive devices against side-channel attacks (SCA) and fault injection attacks (FIA). The resistance against these ...

Jul 17, 2019 · A pair (C, D) of linear codes over K of length n is called a linear complementary pair (LCP) if C ∩D = {0} and C +D = Kn, or equivalently if C ⊕ ...

In Chapter 2, we start by giving definitions of and brief backround on cyclic codes,. nD cyclic codes, LCD codes and LCP of codes. Then we introduce the ...

Apair (C,D) of linear codes of length n over the finite field Fq is called a linear complementary pair (LCP) of codes ifC ⊕ D = Fnq.