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References: [ +subject:/^(?:^\s*(re|sv|fwd|fw)[\[\]\d]*[:>-]+\s*)*VLF\:\s+16K19A\?\s*$/: 5 ]

Total 5 documents matching your query.

1. Re: VLF: 16K19A? (score: 1)
Author: DK7FC <>
Date: Sun, 26 Feb 2017 22:31:16 +0100
...another point: I tried to understand as much as possible from http://abelian.org/ebnaut/results.shtml 16k is convincing. What about 32K? No significant additional advantage or not practicable for
/rsgb_lf_group-archives/html/rsgb_lf_group/2017-02/msg00246.html (11,159 bytes)

2. Re: VLF: 16K19A? (score: 1)
Author: Paul Nicholson <>
Date: Sun, 26 Feb 2017 22:31:37 +0000
No reason why not. I can put one together by combining a couple of good rate 1/8 K=21 polynomials. I'll try to do that this week. They take a little while to test and measure performance. The excuse
/rsgb_lf_group-archives/html/rsgb_lf_group/2017-02/msg00248.html (12,592 bytes)

3. Re: VLF: 16K19A? (score: 1)
Author: Paul Nicholson <>
Date: Mon, 27 Feb 2017 09:27:12 +0000
A quick trial of 16K19: I just put together my best two rate 1/8 K=19 codes to make a 1/16 K=19 polynomial set and ran a comparison test using 12 char messages at -0.5dB Eb/N0. Decode success rates w
/rsgb_lf_group-archives/html/rsgb_lf_group/2017-02/msg00250.html (11,875 bytes)

4. Re: VLF: 16K19A? (score: 1)
Author: Paul Nicholson <>
Date: Mon, 6 Mar 2017 21:35:15 +0000
The search for a good rate 1/16 K=19 code continues without success. I improved the code search program. It examines 2 million polynomials per CPU second. After some hundreds of CPU hours it finds ab
/rsgb_lf_group-archives/html/rsgb_lf_group/2017-03/msg00037.html (10,349 bytes)

5. Re: VLF: 16K19A? (score: 1)
Author: Roger Lapthorn <>
Date: Tue, 7 Mar 2017 09:55:43 +0000
One thing is certain. Both Paul and Stefan know FAR more than most of us! Keep up the great work "pushing the boundaries". 73s Roger G3XBM On 6 March 2017 at 21:35, Paul Nicholson <
/rsgb_lf_group-archives/html/rsgb_lf_group/2017-03/msg00038.html (11,289 bytes)


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