Performance comparison of sequences designed from the Hall Difference Set and Orthogonal Gold Sequences of Length 32

In the paper we perform a performance comparison between two sets of orthogonal spreading sequences i.e. sequences based on the Hadamard matrix of order 32 constructed using the Hall difference set and orthogonal Gold sequences of length 32. Both considered sets of sequences are characterised by low peaks in the aperiodic cross-correlation functions and have also good aperiodic auto-correlation properties.