> (Disclaimer: this is not an LPC vs. LSP question)
>
> After looking at the Vorbis code I was wondering why you were using LSP to
> quantize the spectral envelope instead of simply quantizing the cepstrum
> (DCT(log(envelope))) or modified cepstrum (DCT(envelope.^alpha)). To me it
seems
> like when the information is already in the frequency domain, there's
no need to
> go back to LPC. Also, I think a DCT can be faster that a Levinson-Durbin
> recursion. This is why I'd like to know whether there's a special
reason I'm not
> aware of for quantizing the LSP.
Well, you're correct that cepstrum be implementing a very similar idea. In
fact I'm encoding the LSP(log(envelope)) so in a way it's a closer
parallel
than is obvious ;-) The reason I'm not quantizing the DCT is that LSP
quantization does not produce ripple and irregularity throughout the envelope
like quantizing a DCT would (and the DCT quantization error would tend to be
greatest at the edges). LSP quantization produces a more localized,
predictable effect with less work.
Monty
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