Pages that link to "Item:Q4324108"

The following pages link to A new procedure for decoding cyclic and BCH codes up to actual minimum distance (Q4324108):

Displaying 9 items.

• Algebraic decoding of the \((41, 21, 9)\) quadratic residue code (Q730938) (← links)
• A symmetric Roos bound for linear codes (Q855868) (← links)
• Decoding the ternary \((23, 11, 9)\) quadratic residue code (Q983400) (← links)
• A non-cyclic triple-error-correcting BCH-like code and some minimum distance results (Q2248644) (← links)
• Decoding cyclic and BCH codes up to actual minimum distance using nonrecurrent syndrome dependence relations (Q3987474) (← links)
• (Q4032412) (← links)
• Use of Grobner bases to decode binary cyclic codes up to the true minimum distance (Q4324145) (← links)
• The Use of Multivariate Weak-Locator Polynomials to Decode Cyclic Codes up to Actual Minimum Distance (Q4682939) (← links)
• Decoding Cyclic Codes up to a New Bound on the Minimum Distance (Q5271924) (← links)