Four-scheme jamming comparison and a fully generated refresh table

Give the orthogonal-access jammer its own Rayleigh channel in
oma_ser_jammed, matching the convention every simulated scheme already
used. Without it the closed-form curve faced a jammer at full power in
every frame while the Monte Carlo curves faced a fading one, which
inverted the ordering of the comparison.

Measure the outsider error rate for the fixed-key and naive-refresh
cases as well, and emit the two refresh tables from make_tables.py, so
no cell of the paper is hand-typed.
This commit is contained in:
KiHoLee
2026-08-13 22:22:18 +09:00
parent 057c555374
commit c31e6a3fe0
17 changed files with 192 additions and 61 deletions
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block,legit_invariant,legit_naive,eve_ser
0,0.2575,0.982775,0.9998575
1,0.256835,0.7427116667,0.9998133333
2,0.2566516667,0.8483041667,0.9999883333
3,0.2572983333,0.778605,0.9996666667
4,0.2569683333,0.6199566667,0.9979908333
5,0.2571308333,0.6580941667,0.9997825
6,0.2572883333,0.7788558333,0.9997916667
7,0.2577975,0.6935075,0.9999575
8,0.2573458333,0.8400325,0.99839
9,0.25766,0.6547933333,0.9999866667
10,0.2565575,0.4783583333,0.9995791667
11,0.2578183333,0.65481,0.99993
12,0.2573583333,0.8477883333,0.9997283333
13,0.2571408333,0.6548475,0.9999741667
14,0.2571491667,0.6579591667,0.9999975
15,0.2574591667,0.4778091667,0.9994458333
16,0.2568716667,0.76187,0.9999083333
17,0.2572141667,0.8045925,0.9994866667
18,0.2573291667,0.8065691667,0.9997483333
19,0.2571316667,0.6892025,0.9992841667
20,0.2576716667,0.5278108333,0.9980375
21,0.25724,0.742345,0.9999641667
22,0.2570333333,0.6545633333,0.9997633333
23,0.25745,0.68938,0.99989
block,legit_invariant,legit_naive,eve_invariant,eve_naive
0,0.25722,0.9825916667,0.9998433333,0.999975
1,0.257695,0.7424366667,0.9997983333,0.998495
2,0.2575741667,0.8482983333,0.9999891667,0.9999966667
3,0.2574108333,0.7789558333,0.9997116667,0.9998625
4,0.2578316667,0.619975,0.9978516667,0.9999391667
5,0.2575941667,0.6579858333,0.99976,0.9997716667
6,0.2568508333,0.7788175,0.9997783333,0.9999341667
7,0.2574466667,0.6938383333,0.9999633333,0.9989225
8,0.2568958333,0.8399391667,0.9983208333,0.99991
9,0.2572158333,0.6549775,0.9999891667,0.9999816667
10,0.2575733333,0.4789683333,0.9995841667,0.9995091667
11,0.2569025,0.6551183333,0.999925,0.9999741667
12,0.2582966667,0.8479616667,0.9997208333,0.9999233333
13,0.2579675,0.6551841667,0.9999758333,0.9996183333
14,0.2572158333,0.6582558333,1,0.999915
15,0.2578983333,0.4791275,0.9994441667,0.9999233333
16,0.2570508333,0.7614066667,0.9998991667,0.9993675
17,0.2576233333,0.8045108333,0.9994666667,0.9999475
18,0.2571108333,0.8073525,0.9997158333,0.999985
19,0.257955,0.6890983333,0.9992433333,0.9994441667
20,0.25777,0.5282241667,0.9981,0.9992808333
21,0.2568141667,0.7426725,0.9999566667,0.999965
22,0.2578066667,0.6547841667,0.9997633333,0.9990433333
23,0.2575241667,0.68849,0.9998791667,0.99982
1 block legit_invariant legit_naive eve_ser eve_invariant eve_naive
2 0 0.2575 0.25722 0.982775 0.9825916667 0.9998575 0.9998433333 0.999975
3 1 0.256835 0.257695 0.7427116667 0.7424366667 0.9998133333 0.9997983333 0.998495
4 2 0.2566516667 0.2575741667 0.8483041667 0.8482983333 0.9999883333 0.9999891667 0.9999966667
5 3 0.2572983333 0.2574108333 0.778605 0.7789558333 0.9996666667 0.9997116667 0.9998625
6 4 0.2569683333 0.2578316667 0.6199566667 0.619975 0.9979908333 0.9978516667 0.9999391667
7 5 0.2571308333 0.2575941667 0.6580941667 0.6579858333 0.9997825 0.99976 0.9997716667
8 6 0.2572883333 0.2568508333 0.7788558333 0.7788175 0.9997916667 0.9997783333 0.9999341667
9 7 0.2577975 0.2574466667 0.6935075 0.6938383333 0.9999575 0.9999633333 0.9989225
10 8 0.2573458333 0.2568958333 0.8400325 0.8399391667 0.99839 0.9983208333 0.99991
11 9 0.25766 0.2572158333 0.6547933333 0.6549775 0.9999866667 0.9999891667 0.9999816667
12 10 0.2565575 0.2575733333 0.4783583333 0.4789683333 0.9995791667 0.9995841667 0.9995091667
13 11 0.2578183333 0.2569025 0.65481 0.6551183333 0.99993 0.999925 0.9999741667
14 12 0.2573583333 0.2582966667 0.8477883333 0.8479616667 0.9997283333 0.9997208333 0.9999233333
15 13 0.2571408333 0.2579675 0.6548475 0.6551841667 0.9999741667 0.9999758333 0.9996183333
16 14 0.2571491667 0.2572158333 0.6579591667 0.6582558333 0.9999975 1 0.999915
17 15 0.2574591667 0.2578983333 0.4778091667 0.4791275 0.9994458333 0.9994441667 0.9999233333
18 16 0.2568716667 0.2570508333 0.76187 0.7614066667 0.9999083333 0.9998991667 0.9993675
19 17 0.2572141667 0.2576233333 0.8045925 0.8045108333 0.9994866667 0.9994666667 0.9999475
20 18 0.2573291667 0.2571108333 0.8065691667 0.8073525 0.9997483333 0.9997158333 0.999985
21 19 0.2571316667 0.257955 0.6892025 0.6890983333 0.9992841667 0.9992433333 0.9994441667
22 20 0.2576716667 0.25777 0.5278108333 0.5282241667 0.9980375 0.9981 0.9992808333
23 21 0.25724 0.2568141667 0.742345 0.7426725 0.9999641667 0.9999566667 0.999965
24 22 0.2570333333 0.2578066667 0.6545633333 0.6547841667 0.9997633333 0.9997633333 0.9990433333
25 23 0.25745 0.2575241667 0.68938 0.68849 0.99989 0.9998791667 0.99982