WIDEBAND WAVEFORM DESIGN BASED ON REPRODUCING KERNEL

摘要

An important problem in wideband signal processing is solving the wideband spreading function, and the sort of problem can be converted to deconvolution. Weiss gave out a relatively general deconvolution means, but the precondition is that the wideband spreading function must satisfy the reproducing kernel equation. The auto-wavelet transform of the transmitted signal forms the reproducing kernel, so different parameters of the transmitted signal will impact on the convolution results. By the research of the reproducing kernel, the "best" wideband waveform will be found.