Hi Ian,
I think the code is correct. Eqn. (8) in the referred paper is wrong. However, Fig. 1 in the paper is right, and the gnuradio code is exactly the same as Fig.1.
Kyle
Date: Wed, 7 Apr 2010 13:51:10 +0930
From: "Ian Holland" <ian.holl...@rlmgroup.com.au>
Subject: [Discuss-gnuradio] Question regarding
        gr_mpsk_receiver_cc::mm_error_tracking
To: <discuss-gnuradio@gnu.org>
Message-ID:
        <993f95453ddc3643b662c62d8d2d4ed501946...@srv013.rlmgroup.com.au>
Content-Type: text/plain;       charset="us-ascii"

Hi All

I am trying to understand how the optimised modified Mueller and Muller
algorithm is implemented in GNU Radio.

I had a look at the method gr_mpsk_reciever_cc::mm_error_tracking, to
see how this is done. As far as I can tell, lines 242-245 are intended
to implement equation (8) of the referenced paper, where mm_error
corresponds to mu(k) in eqn. (8). However, if I have interpreted this
correctly, what is implemented is actually:

\mu(k) = Real{[p(k) - p(k-2)] \times \hat{c}^{*}(k-1) - [\hat{c}(k) -
\hat{c}(k-2)] \times p^{*}(k-1)},

whereas eqn. (8) in the referenced omM&M paper, is actually:

\mu(k) = Real{[\hat{c}(k) - \hat{c}(k-2)] \times p^{*}(k-1) +
\hat{c}^{*}(k-1) \times [p(k) - p(k-2)]}

Have I missed something here? Are these lines of code not meant to
implement eqn (8) as I suspected?

Thanks

Ian.


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