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maplib_bcaug89.m
1function MAP=maplib_bcaug89()
2% MAP=maplib_bcaug89() - MAP(16) process obtained by KPC fitting of
3% Bellcore Aug89 Trace, see [1]
4%
5% Output:
6% MAP: pre-fitted MAP process
7%
8% References:
9% [1] G.Casale, E.Zhang, and E.Smirni. Interarrival times characterization and fitting for markovian traffic analysis, 2008.
10% Department of Computer Science, College of William and Mary, Tech. Rep. WM-CS-2008-02. Available at:
11% http://www.wm.edu/computerscience/techreport/2008/WM-CS-2008-02.pdf
12%
13
14D0=diag([ -1.081448703958653
15 -0.226850164937913
16 -0.022507608953628
17 -0.004721310206206
18 -0.690100658578776
19 -0.144759014134750
20 -0.014362693029337
21 -0.003012791333265
22 -0.279735483503277
23 -0.058678733757243
24 -0.005821983835293
25 -0.001221248856712
26 -0.178506516940488
27 -0.037444432326945
28 -0.003715159918601
29 -0.000779310786744]);
30D1=zeros(16);
31D1(:,1:9)=1000*[
32 1.054383960274358 0.008706068961608 0.000065882543492 0.000000543993449 0.000026360258013 0.000000217657165 0.000000001647105 0.000000000013600 0.018114498976751
33 0.079963171346053 0.143035984872132 0.000004996450356 0.000008937516929 0.000001999129262 0.000003575989022 0.000000000124914 0.000000000223444 0.001373781127275
34 0.016448903243899 0.000135818915480 0.005496792965716 0.000045387126920 0.000000411232862 0.000000003395558 0.000000137423260 0.000000001134707 0.000282595005431
35 0.001247464413442 0.002231431019631 0.000416869958508 0.000745685846060 0.000000031187390 0.000000055787170 0.000000010422010 0.000000018642612 0.000021431654589
36 0.000016821169001 0.000000138892721 0.000000001051061 0.000000000008679 0.672829938874338 0.005555569951719 0.000042041371437 0.000000347136425 0.000000288990596
37 0.000001275696587 0.000002281931977 0.000000000079711 0.000000000142585 0.051026587766911 0.091274997139851 0.000003188365448 0.000005703262943 0.000000021916688
38 0.000000262418428 0.000000002166794 0.000000087693371 0.000000000724086 0.010496474700983 0.000086669596697 0.003507647132801 0.000028962710912 0.000000004508394
39 0.000000019901488 0.000000035599250 0.000000006650556 0.000000011896338 0.000796039618078 0.001423934404455 0.000266015606524 0.000475841610957 0.000000000341911
40 0.004685629666144 0.000038689335706 0.000000292778733 0.000000002417480 0.000000117143670 0.000000000967258 0.000000000007320 0.000000000000060 0.272734717648452
41 0.000355352340300 0.000635644773910 0.000000022203976 0.000000039717879 0.000000008884031 0.000000015891517 0.000000000000555 0.000000000000993 0.020683862597517
42 0.000073098104599 0.000000603572478 0.000024427473443 0.000000201698126 0.000000001827498 0.000000000015090 0.000000000610702 0.000000000005043 0.004254794411596
43 0.000005543669558 0.000009916368019 0.000001852549278 0.000003313790662 0.000000000138595 0.000000000247915 0.000000000046315 0.000000000082847 0.000322678329143
44 0.000000074752435 0.000000000617232 0.000000000004671 0.000000000000039 0.002990022648902 0.000024688675434 0.000000186829755 0.000000001542657 0.000004351087413
45 0.000000005669132 0.000000010140792 0.000000000000354 0.000000000000634 0.000226759607895 0.000405621529243 0.000000014168937 0.000000025345016 0.000000329981071
46 0.000000001166174 0.000000000009629 0.000000000389705 0.000000000003218 0.000046645809403 0.000000385155360 0.000015587808695 0.000000128708841 0.000000067879083
47 0.000000000088441 0.000000000158201 0.000000000029555 0.000000000052867 0.000003537560310 0.000006327893386 0.000001182160071 0.000002114616357 0.000000005147865];
48D1(:,10:16)=100*[
49 0.001495717719905 0.000011318735031 0.000000093459016 0.000004528737963 0.000000037393878 0.000000000282975 0.000000000002337
50 0.024573829830744 0.000000858398821 0.000001535480881 0.000000343453868 0.000000614361105 0.000000000021461 0.000000000038388
51 0.000023333924815 0.000944358547782 0.000007797586981 0.000000070650518 0.000000000583363 0.000000023609554 0.000000000194945
52 0.000383363712317 0.000071618980574 0.000128110119315 0.000000005358048 0.000000009584332 0.000000001790519 0.000000003202833
53 0.000000023862010 0.000000000180574 0.000000000001491 0.115593348329155 0.000954456535734 0.000007222780397 0.000000059638639
54 0.000000392039864 0.000000000013695 0.000000000024496 0.008766456117659 0.015681202527612 0.000000547766704 0.000000979830447
55 0.000000000372259 0.000000015065873 0.000000000124399 0.001803312525553 0.000014889986758 0.000602619849997 0.000004975843876
56 0.000000006116013 0.000000001142577 0.000000002043811 0.000136760984522 0.000244634395859 0.000045701941738 0.000081750412559
57 0.022519758925906 0.000170416637339 0.000001407133504 0.000068185384047 0.000000563008048 0.000000004260522 0.000000000035179
58 0.369987408927563 0.000012924186335 0.000023118439277 0.000005171094927 0.000009249916471 0.000000000323113 0.000000000577975
59 0.000351319205910 0.014218409364712 0.000117401683938 0.000001063725196 0.000000008783200 0.000000355469121 0.000000002935115
60 0.005771983755639 0.001078306525075 0.001928845907583 0.000000080671599 0.000000144303201 0.000000026958337 0.000000048222353
61 0.000000359270138 0.000000002718751 0.000000000022449 1.740391454329113 0.014370446243928 0.000108747306488 0.000000897928634
62 0.000005902613249 0.000000000206187 0.000000000368821 0.131989128548117 0.236098627361736 0.000008247260798 0.000014752479810
63 0.000000005604789 0.000000226834129 0.000000001872974 0.027150954222899 0.000224185959521 0.009073138310317 0.000074917080308
64 0.000000092083641 0.000000017202819 0.000000030771943 0.002059094681381 0.003683253562089 0.000688095552180 0.001230846942853];
65MAP={D0,D1};
66MAP=map_normalize(MAP);
67end