Pages that link to "Item:Q1696138"

The following pages link to Binary linear codes with two or three weights from Niho exponents (Q1696138):

Displaying 25 items.

• Complete weight enumerators for several classes of two-weight and three-weight linear codes (Q1979962) (← links)
• At most three-weight binary linear codes from generalized Moisio's exponential sums (Q1999908) (← links)
• A class of two or three weights linear codes and their complete weight enumerators (Q2022138) (← links)
• A class of linear codes and their complete weight enumerators (Q2025349) (← links)
• Two classes of near-optimal codebooks with respect to the Welch bound (Q2025366) (← links)
• Recent results and problems on constructions of linear codes from cryptographic functions (Q2040307) (← links)
• Binary linear codes with few weights from Boolean functions (Q2043421) (← links)
• Minimal linear codes constructed from functions (Q2154886) (← links)
• Minimal linear codes from Maiorana-McFarland functions (Q2191823) (← links)
• Linear codes with few weights from weakly regular plateaued functions (Q2231712) (← links)
• Two-weight and three-weight linear codes based on Weil sums (Q2422156) (← links)
• A survey on the applications of Niho exponents (Q2632844) (← links)
• The parameters of minimal linear codes (Q2662039) (← links)
• Further projective binary linear codes derived from two-to-one functions and their duals (Q2692949) (← links)
• Weight distributions of generalized quasi-cyclic codes over \(\mathbb{F}_q + u \mathbb{F}_q\) (Q2701050) (← links)
• Two new classes of projective two-weight linear codes (Q2701056) (← links)
• Two families of few-weight codes over a finite chain ring (Q6041875) (← links)
• Three new constructions of optimal linear codes with few weights (Q6082262) (← links)
• Connection of \(p\)-ary \(t\)-weight linear codes to Ramanujan Cayley graphs with \(t+1\) eigenvalues (Q6112241) (← links)
• Quantum codes from trace codes (Q6138307) (← links)
• Constructions for several classes of few-weight linear codes and their applications (Q6584304) (← links)
• Several classes of new projective three-weight or four-weight linear codes and their applications in \(s\)-sum sets (Q6605882) (← links)
• Linear codes with few weights over finite fields (Q6631500) (← links)
• Minimal linear codes constructed from hierarchical posets with two levels (Q6646802) (← links)
• Three-weight and five-weight linear codes over finite fields (Q6653118) (← links)