Fibonacci Jacket Linear Network Codes
Ying Guo, Zhigang Chen · 2008
Motivated by the elegant relationships of the row vectors of the Jacket matrix Jnand its inverse matrix Jn-1, which are both consisted of Fibonacci number sequence over the finite field GF(p), a novel network work code is constructed structurally with efficiency. The present network codes have advantages of eavesdropper-preventing and error-detecting ability, which are decided by the properly selected vectors from two respective matrices for the process of encoding secure messages.