Rank: 4741 based on 3 downloads (last 30 days) and 1 file submitted
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Robert Dickson

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Consulting Communication Systems Engineer

Personal Profile:

My long career in communications technology started in San Diego at the Navy Electronics Lab, Linkabit, Lincom, and L-3 Nova. Current interests include software channel simulation, mutual information-based link performance measures, effective SNR of interleaved fading channels, OFDM synchronization analysis, and theory of random processes.

Professional Interests:
Communications Technology

 

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Files Posted by Robert
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(last 30 days)
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30 Mar 2006 maxstar Natural log of a sum of exponentials Author: Robert Dickson coding theory, information theory, precision, metric, coding, natural log 3 1
  • 4.0
4.0 | 1 rating
Comments and Ratings on Robert's Files
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08 Mar 2006 maxstar Natural log of a sum of exponentials Author: Robert Dickson D'Errico, John

Good help with a reference. It works when the direct alternative expression fails. But there are other (faster) alternatives that should be as accurate. Off hand, its not at all obvious to me why maxstar is better. (Perhaps if I've read the reference.)

x = randn(1,100)*100000;

tic,r1=log(sum(exp(x(:))));toc
Elapsed time is 0.000178 seconds.

tic,r2=maxstar(x);toc
Elapsed time is 0.017096 seconds.

tic,M=max(x(:));r3=M+log(sum(exp(sort(x(:))/M)));toc
Elapsed time is 0.000342 seconds.

[r1,r2,r3]
ans =
          Inf 2.7718e+05 2.7718e+05

Its also arguable that this should have a similar syntax to most other matlab operators with similar functionality. It should operate on a specified dimension. (See help for mean, max, etc.)

Top Tags Applied by Robert
coding, coding theory, extreme, gold codes, information theory
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07 Nov 2007 Generation of Gold Codes Generation of Gold codes sequences Author: Imran 10, pn codes, gold codes, 31, matlab, wireless 30 3
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30 Mar 2006 maxstar Natural log of a sum of exponentials Author: Robert Dickson coding theory, information theory, precision, metric, coding, natural log 3 1
  • 4.0
4.0 | 1 rating

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