Quasi-orthogonal sequences for code-division multiple-access systems
In this paper the notion of quasi-orthogonal sequence (QOS as a means of increasing the number of channels in synchronous code-division multiple-access (CDMA) systems that employ Walsh sequences for spreading information signals and separating channels is introduced. It is shown that a QOS sequence may be regarded as a class of bent (almost bent) functions possessing, in addition, a certain window property. Such sequences while increasing system capacity, minimize interference to the existing set of Walsh sequences. The window property gives the system the ability to handle variable data rates, A general procedure of constructing QOS's from,well-known families of binary sequences with good correlation, including the Kasami and Gold sequence families, as well as from the binary Kerdock code is provided, Examples of QOS's are presented for small lengths. Some examples of quaternary QOS's drawn from Family A are also included.
quasi-orthogonal sequences code-division multiple-access systems walsh sequences gold sequences bent functions kasami sequences kerdoek codes