Super-simple designs are used in constructing optical orthogonal codes and superimposed codes.
超单纯设计可用于构造重叠码、光正交码。
The equivalence of maximal self-orthogonal codes obtained from binary self-dual codes by truncating are discussed.
研究了自对偶码与其删截得到的极大自正交码的等价性问题。
Based on this idea, a number of generalized orthogonal codes with excellent properties and suitable for the QS-CDMA communications can be constructed.
基于这一概念，可以构造出适用于准同步cd MA (QS - CDMA)通信且性能优异的广义正交扩频码。
Polyphase orthogonal codes are more excellent address-codes than duality codes, and polyphase complete complementary codes have even more fine correlation properties.
多相正交码是一种比二元码更优秀的地址码，而多相完全互补码具有更良好的相关特性。
Polyphase orthogonal codes are more excellent address-codes than duality codes, and polyphase complete complementary codes have even more fine correlation properties.
多相正交码是一种比二元码更优秀的地址码，而多相完全互补码具有更良好的相关特性。
应用推荐