Commit Inicial

This commit is contained in:
2020-11-20 11:23:40 +01:00
commit 5611e5bc01
2914 changed files with 2625178 additions and 0 deletions

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printf('lendo problema %s ...\n', problema);
n_entradas= 57; n_clases= 2; n_fich= 1; fich{1}= 'promoters.data'; n_patrons(1)= 106;
n_max= max(n_patrons);
x = zeros(n_fich, n_max, n_entradas); cl= zeros(n_fich, n_max);
n_patrons_total = sum(n_patrons); n_iter=0;
val={'a', 'c', 'g', 't'}; n=length(val);
for i_fich=1:n_fich
f=fopen(fich{i_fich}, 'r');
if -1==f
error('erro en fopen abrindo %s\n', fich{i_fich});
end
for i=1:n_patrons(i_fich)
fprintf(2,'%5.1f%%\r', 100*n_iter++/n_patrons_total);
t= fscanf(f,'%s',1);
if t=='+'
cl(i_fich,i)=0;
elseif t=='-'
cl(i_fich,i)=1;
else
error('clase %s descoñecida', t)
end
fscanf(f,'%s',1); % le e descarta o ID
t=fscanf(f,'%s',1);
for j = 1:n_entradas
for k=1:n
if t(j)==val{k}
x(i_fich,i,j)=k; break
end
end
end
end
fclose(f);
end

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@relation molec-biol-promoter
@attribute 'f1' real
@attribute 'f2' real
@attribute 'f3' real
@attribute 'f4' real
@attribute 'f5' real
@attribute 'f6' real
@attribute 'f7' real
@attribute 'f8' real
@attribute 'f9' real
@attribute 'f10' real
@attribute 'f11' real
@attribute 'f12' real
@attribute 'f13' real
@attribute 'f14' real
@attribute 'f15' real
@attribute 'f16' real
@attribute 'f17' real
@attribute 'f18' real
@attribute 'f19' real
@attribute 'f20' real
@attribute 'f21' real
@attribute 'f22' real
@attribute 'f23' real
@attribute 'f24' real
@attribute 'f25' real
@attribute 'f26' real
@attribute 'f27' real
@attribute 'f28' real
@attribute 'f29' real
@attribute 'f30' real
@attribute 'f31' real
@attribute 'f32' real
@attribute 'f33' real
@attribute 'f34' real
@attribute 'f35' real
@attribute 'f36' real
@attribute 'f37' real
@attribute 'f38' real
@attribute 'f39' real
@attribute 'f40' real
@attribute 'f41' real
@attribute 'f42' real
@attribute 'f43' real
@attribute 'f44' real
@attribute 'f45' real
@attribute 'f46' real
@attribute 'f47' real
@attribute 'f48' real
@attribute 'f49' real
@attribute 'f50' real
@attribute 'f51' real
@attribute 'f52' real
@attribute 'f53' real
@attribute 'f54' real
@attribute 'f55' real
@attribute 'f56' real
@attribute 'f57' real
@attribute 'clase' {0,1}
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@@ -0,0 +1,5 @@
% Rows Columns
2 2
% Matrix elements
0.0 1.0
1.0 0.0

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@@ -0,0 +1,8 @@
n_entradas= 57
n_clases= 2
n_arquivos= 1
fich1= molec-biol-promoter_R.dat
n_patrons1= 106
n_patrons_entrena= 53
n_patrons_valida= 53
n_conxuntos= 1

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@@ -0,0 +1,107 @@
f1 f2 f3 f4 f5 f6 f7 f8 f9 f10 f11 f12 f13 f14 f15 f16 f17 f18 f19 f20 f21 f22 f23 f24 f25 f26 f27 f28 f29 f30 f31 f32 f33 f34 f35 f36 f37 f38 f39 f40 f41 f42 f43 f44 f45 f46 f47 f48 f49 f50 f51 f52 f53 f54 f55 f56 f57 clase
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96 -1.33579 0.513155 0.440412 -0.507069 -1.16796 1.43987 0.511001 1.24424 -1.2058 -1.14138 -1.09908 -0.534504 0.299558 1.54053 -0.774879 0.880501 1.2548 -0.12773 0.65658 1.39396 -1.3272 0.456846 -0.538806 0.306609 -0.46857 -1.40073 1.38014 -0.652103 -1.66592 0.655199 1.26063 0.485232 -0.588197 1.06519 1.33371 1.16439 -0.756658 1.20216 1.1984 -1.02192 -0.238458 1.18686 0.153276 1.17119 0.343931 -1.31731 0.521422 1.36261 -1.36776 -0.340516 0.54822 -0.423298 -1.41893 -0.508634 -0.416253 -1.37852 0.295929 1
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98 -0.507757 0.513155 -0.4241 1.34636 -1.16796 0.610381 0.511001 -1.19816 -0.386473 1.34464 1.31131 1.29315 -0.536051 1.54053 0.8516 0.0320182 1.2548 1.67752 0.65658 -1.24461 1.185 1.32159 1.30356 1.185 -0.46857 -0.537488 -1.3124 1.21608 0.183163 -0.246763 0.455651 0.485232 1.07444 0.176134 1.33371 1.16439 0.986945 1.20216 0.399468 -0.225423 0.576916 -0.63643 -1.55696 -1.47022 1.21195 0.556984 1.4275 1.36261 -1.36776 -1.29038 1.45621 -0.423298 0.290236 -0.508634 1.4222 1.29446 1.14373 1
99 1.14831 -1.18667 1.30492 0.419643 -1.16796 -0.219111 -0.297448 0.430109 -1.2058 -1.14138 -0.295614 0.379325 -1.37166 0.58558 0.8516 -0.816464 -1.91207 -1.03035 1.58455 -0.365085 -1.3272 0.456846 -1.45999 -0.571785 -0.46857 0.32575 -0.414888 1.21608 1.1077 1.55716 0.455651 -1.25831 -0.588197 1.06519 -0.433457 1.16439 0.115144 0.346933 1.1984 -1.02192 1.39229 1.18686 -1.55696 -0.58975 1.21195 0.556984 1.4275 0.465489 -1.36776 -1.29038 -0.359769 -1.26989 1.14482 1.28854 -1.33548 1.29446 1.14373 1
100 -1.33579 0.513155 -1.28861 0.419643 0.563563 0.610381 1.31945 0.430109 1.25217 -1.14138 -0.295614 1.29315 -0.536051 -0.369366 -1.58812 -1.66495 0.199174 -1.03035 -1.19935 0.514438 -1.3272 0.456846 0.382379 -1.45018 -1.31041 0.32575 -1.3124 1.21608 0.183163 -1.14873 0.455651 0.485232 -0.588197 1.06519 -1.31704 0.28278 -1.62846 -0.508297 0.399468 1.36757 -0.238458 1.18686 -0.701842 1.17119 0.343931 -0.380164 -1.29073 1.36261 0.55254 0.609345 -1.26776 0.423298 1.14482 -1.40722 1.4222 0.403468 -1.39967 1
101 0.320277 -1.18667 0.440412 -1.43378 0.563563 -0.219111 -1.1059 1.24424 0.43285 1.34464 -0.295614 -1.44833 0.299558 -0.369366 -0.774879 0.880501 -0.856448 0.774893 -1.19935 -0.365085 -1.3272 -1.27264 -0.538806 1.185 1.21511 0.32575 -0.414888 -1.5862 1.1077 -1.14873 -1.15431 -1.25831 1.07444 0.176134 -0.433457 1.16439 0.986945 1.20216 -0.399468 1.36757 1.39229 0.275213 1.00839 -1.47022 0.343931 -1.31731 -0.384656 0.465489 1.51269 0.609345 -0.359769 -0.423298 -0.564348 1.28854 -1.33548 -0.487524 0.295929 1
102 -0.507757 -0.336758 1.30492 -0.507069 -1.16796 -1.0486 1.31945 0.430109 0.43285 -0.312707 -0.295614 1.29315 -0.536051 1.54053 -1.58812 -1.66495 -1.91207 -0.12773 0.65658 0.514438 0.347599 1.32159 -0.538806 1.185 1.21511 0.32575 -1.3124 0.28199 0.183163 0.655199 0.455651 1.357 1.07444 1.06519 1.33371 1.16439 0.986945 0.346933 -0.399468 1.36757 0.576916 -1.54807 -1.55696 -1.47022 0.343931 0.556984 -1.29073 0.465489 0.55254 -1.29038 -1.26776 -0.423298 1.14482 -1.40722 1.4222 -1.37852 1.14373 1
103 0.320277 1.36307 -1.28861 1.34636 1.42933 -0.219111 1.31945 -0.384026 -1.2058 -1.14138 -0.295614 -1.44833 -1.37166 0.58558 -1.58812 0.880501 1.2548 -1.03035 -1.19935 -0.365085 -0.489799 0.456846 -1.45999 -0.571785 -1.31041 0.32575 -1.3124 1.21608 1.1077 -0.246763 -1.15431 -1.25831 1.07444 -0.712925 1.33371 -0.598829 0.115144 1.20216 0.399468 0.571072 -1.05383 1.18686 0.153276 0.290722 -1.3921 -0.380164 0.521422 1.36261 1.51269 -0.340516 -1.26776 -1.26989 -0.564348 -1.40722 1.4222 1.29446 0.295929 1
104 -0.507757 0.513155 -0.4241 0.419643 -1.16796 -0.219111 1.31945 -1.19816 -0.386473 0.515966 -1.09908 1.29315 0.299558 -1.32431 0.0383604 -1.66495 1.2548 0.774893 -0.271386 -0.365085 1.185 0.456846 -1.45999 0.306609 1.21511 0.32575 -0.414888 1.21608 1.1077 -0.246763 -0.349332 0.485232 1.07444 1.06519 -1.31704 -0.598829 0.986945 0.346933 0.399468 -1.02192 1.39229 1.18686 0.153276 1.17119 -0.524085 -1.31731 -0.384656 -0.431635 -1.36776 -1.29038 0.54822 0.423298 -0.564348 1.28854 1.4222 -0.487524 -0.551868 1
105 -0.507757 1.36307 -0.4241 0.419643 1.42933 -0.219111 -0.297448 1.24424 -0.386473 -1.14138 -1.09908 1.29315 0.299558 0.58558 -0.774879 -0.816464 1.2548 -0.12773 1.58455 -1.24461 -1.3272 -1.27264 -0.538806 0.306609 0.373268 0.32575 1.38014 -0.652103 1.1077 1.55716 0.455651 -1.25831 0.243121 0.176134 0.450129 0.28278 0.986945 1.20216 1.1984 1.36757 1.39229 1.18686 0.153276 -0.58975 1.21195 0.556984 -1.29073 -1.32876 -1.36776 0.609345 0.54822 -1.26989 0.290236 0.389953 -1.33548 -1.37852 -0.551868 1
106 1.14831 -1.18667 -1.28861 -0.507069 -1.16796 1.43987 1.31945 -1.19816 -1.2058 1.34464 -1.09908 -1.44833 -1.37166 1.54053 -1.58812 -1.66495 0.199174 0.774893 -1.19935 0.514438 0.347599 -0.407898 1.30356 -0.571785 1.21511 -1.40073 -1.3124 1.21608 0.183163 0.655199 -0.349332 -1.25831 -0.588197 1.06519 -0.433457 -1.48044 0.986945 1.20216 -1.1984 0.571072 -0.238458 -0.63643 -1.55696 -1.47022 1.21195 -0.380164 -1.29073 -1.32876 1.51269 -0.340516 -1.26776 -1.26989 0.290236 -1.40722 -1.33548 -0.487524 1.14373 1

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+ S10 tactagcaatacgcttgcgttcggtggttaagtatgtataatgcgcgggcttgtcgt
+ AMPC tgctatcctgacagttgtcacgctgattggtgtcgttacaatctaacgcatcgccaa
+ AROH gtactagagaactagtgcattagcttatttttttgttatcatgctaaccacccggcg
+ DEOP2 aattgtgatgtgtatcgaagtgtgttgcggagtagatgttagaatactaacaaactc
+ LEU1_TRNA tcgataattaactattgacgaaaagctgaaaaccactagaatgcgcctccgtggtag
+ MALEFG aggggcaaggaggatggaaagaggttgccgtataaagaaactagagtccgtttaggt
+ MALK cagggggtggaggatttaagccatctcctgatgacgcatagtcagcccatcatgaat
+ RECA tttctacaaaacacttgatactgtatgagcatacagtataattgcttcaacagaaca
+ RPOB cgacttaatatactgcgacaggacgtccgttctgtgtaaatcgcaatgaaatggttt
+ RRNAB_P1 ttttaaatttcctcttgtcaggccggaataactccctataatgcgccaccactgaca
+ RRNAB_P2 gcaaaaataaatgcttgactctgtagcgggaaggcgtattatgcacaccccgcgccg
+ RRNDEX_P2 cctgaaattcagggttgactctgaaagaggaaagcgtaatatacgccacctcgcgac
+ RRND_P1 gatcaaaaaaatacttgtgcaaaaaattgggatccctataatgcgcctccgttgaga
+ RRNE_P1 ctgcaatttttctattgcggcctgcggagaactccctataatgcgcctccatcgaca
+ RRNG_P1 tttatatttttcgcttgtcaggccggaataactccctataatgcgccaccactgaca
+ RRNG_P2 aagcaaagaaatgcttgactctgtagcgggaaggcgtattatgcacaccgccgcgcc
+ RRNX_P1 atgcatttttccgcttgtcttcctgagccgactccctataatgcgcctccatcgaca
+ TNAA aaacaatttcagaatagacaaaaactctgagtgtaataatgtagcctcgtgtcttgc
+ TYRT tctcaacgtaacactttacagcggcgcgtcatttgatatgatgcgccccgcttcccg
+ ARAC gcaaataatcaatgtggacttttctgccgtgattatagacacttttgttacgcgttt
+ LACI gacaccatcgaatggcgcaaaacctttcgcggtatggcatgatagcgcccggaagag
+ MALT aaaaacgtcatcgcttgcattagaaaggtttctggccgaccttataaccattaatta
+ TRP tctgaaatgagctgttgacaattaatcatcgaactagttaactagtacgcaagttca
+ TRPP2 accggaagaaaaccgtgacattttaacacgtttgttacaaggtaaaggcgacgccgc
+ THR aaattaaaattttattgacttaggtcactaaatactttaaccaatataggcatagcg
+ BIOB ttgtcataatcgacttgtaaaccaaattgaaaagatttaggtttacaagtctacacc
+ FOL catcctcgcaccagtcgacgacggtttacgctttacgtatagtggcgacaatttttt
+ UVRBP1 tccagtataatttgttggcataattaagtacgacgagtaaaattacatacctgcccg
+ UVRBP3 acagttatccactattcctgtggataaccatgtgtattagagttagaaaacacgagg
+ LEXA tgtgcagtttatggttccaaaatcgccttttgctgtatatactcacagcataactgt
+ PORI-L ctgttgttcagtttttgagttgtgtataacccctcattctgatcccagcttatacgg
+ SPOT42 attacaaaaagtgctttctgaactgaacaaaaaagagtaaagttagtcgcgtagggt
+ M1RNA atgcgcaacgcggggtgacaagggcgcgcaaaccctctatactgcgcgccgaagctg
+ GLNS taaaaaactaacagttgtcagcctgtcccgcttataagatcatacgccgttatacgt
+ TUFB atgcaattttttagttgcatgaactcgcatgtctccatagaatgcgcgctacttgat
+ SUBB-E ccttgaaaaagaggttgacgctgcaaggctctatacgcataatgcgccccgcaacgc
+ STR tcgttgtatatttcttgacaccttttcggcatcgccctaaaattcggcgtcctcata
+ SPC ccgtttattttttctacccatatccttgaagcggtgttataatgccgcgccctcgat
+ RPOA ttcgcatatttttcttgcaaagttgggttgagctggctagattagccagccaatctt
+ RPLJ tgtaaactaatgcctttacgtgggcggtgattttgtctacaatcttacccccacgta
+ PORI-R gatcgcacgatctgtatacttatttgagtaaattaacccacgatcccagccattctt
+ ALAS aacgcatacggtattttaccttcccagtcaagaaaacttatcttattcccacttttc
+ ARABAD ttagcggatcctacctgacgctttttatcgcaactctctactgtttctccatacccg
+ BIOA gccttctccaaaacgtgttttttgttgttaattcggtgtagacttgtaaacctaaat
+ DEOP1 cagaaacgttttattcgaacatcgatctcgtcttgtgttagaattctaacatacggt
+ GALP2 cactaatttattccatgtcacacttttcgcatctttgttatgctatggttatttcat
+ HIS atataaaaaagttcttgctttctaacgtgaaagtggtttaggttaaaagacatcagt
+ HISJ caaggtagaatgctttgccttgtcggcctgattaatggcacgatagtcgcatcggat
+ ILVGEDA ggccaaaaaatatcttgtactatttacaaaacctatggtaactctttaggcattcct
+ LACP1 taggcaccccaggctttacactttatgcttccggctcgtatgttgtgtggaattgtg
+ LPP ccatcaaaaaaatattctcaacataaaaaactttgtgtaatacttgtaacgctacat
+ TRPR tggggacgtcgttactgatccgcacgtttatgatatgctatcgtactctttagcgag
+ UVRB_P2 tcagaaatattatggtgatgaactgtttttttatccagtataatttgttggcataat
- 867 atatgaacgttgagactgccgctgagttatcagctgtgaacgacattctggcgtcta
- 1169 cgaacgagtcaatcagaccgctttgactctggtattactgtgaacattattcgtctc
- 802 caatggcctctaaacgggtcttgaggggttttttgctgaaaggaggaactatatgcg
- 521 ttgacctactacgccagcattttggcggtgtaagctaaccattccggttgactcaat
- 918 cgtctatcggtgaacctccggtatcaacgctggaaggtgacgctaacgcagatgcag
- 1481 gccaatcaatcaagaacttgaagggtggtatcagccaacagcctgacatccttcgtt
- 1024 tggatggacgttcaacattgaggaaggcataacgctactacctgatgtttactccaa
- 1149 gaggtggctatgtgtatgaccgaacgagtcaatcagaccgctttgactctggtatta
- 313 cgtagcgcatcagtgctttcttactgtgagtacgcaccagcgccagaggacgacgac
- 780 cgaccgaagcgagcctcgtcctcaatggcctctaaacgggtcttgaggggttttttg
- 1384 ctacggtgggtacaatatgctggatggagatgcgttcacttctggtctactgactcg
- 507 atagtctcagagtcttgacctactacgccagcattttggcggtgtaagctaaccatt
- 39 aactcaaggctgatacggcgagacttgcgagccttgtccttgcggtacacagcagcg
- 1203 ttactgtgaacattattcgtctccgcgactacgatgagatgcctgagtgcttccgtt
- 988 tattctcaacaagattaaccgacagattcaatctcgtggatggacgttcaacattga
- 1171 aacgagtcaatcagaccgctttgactctggtattactgtgaacattattcgtctccg
- 753 aagtgcttagcttcaaggtcacggatacgaccgaagcgagcctcgtcctcaatggcc
- 630 gaagaccacgcctcgccaccgagtagacccttagagagcatgtcagcctcgacaact
- 660 ttagagagcatgtcagcctcgacaacttgcataaatgctttcttgtagacgtgccct
- 1216 tattcgtctccgcgactacgatgagatgcctgagtgcttccgttactggattgtcac
- 835 tgctgaaaggaggaactatatgcgctcatacgatatgaacgttgagactgccgctga
- 35 catgaactcaaggctgatacggcgagacttgcgagccttgtccttgcggtacacagc
- 1218 ttcgtctccgcgactacgatgagatgcctgagtgcttccgttactggattgtcacca
- 668 catgtcagcctcgacaacttgcataaatgctttcttgtagacgtgccctacgcgctt
- 413 aggaggaactacgcaaggttggaacatcggagagatgccagccagcgcacctgcacg
- 991 tctcaacaagattaaccgacagattcaatctcgtggatggacgttcaacattgagga
- 751 tgaagtgcttagcttcaaggtcacggatacgaccgaagcgagcctcgtcctcaatgg
- 850 ctatatgcgctcatacgatatgaacgttgagactgccgctgagttatcagctgtgaa
- 93 gcggcagcacgtttccacgcggtgagagcctcaggattcatgtcgatgtcttccggt
- 1108 atccctaatgtctacttccggtcaatccatctacgttaaccgaggtggctatgtgta
- 915 tggcgtctatcggtgaacctccggtatcaacgctggaaggtgacgctaacgcagatg
- 1019 tctcgtggatggacgttcaacattgaggaaggcataacgctactacctgatgtttac
- 19 tattggcttgctcaagcatgaactcaaggctgatacggcgagacttgcgagccttgt
- 1320 tagagggtgtactccaagaagaggaagatgaggctagacgtctctgcatggagtatg
- 91 cagcggcagcacgtttccacgcggtgagagcctcaggattcatgtcgatgtcttccg
- 217 ttacgttggcgaccgctaggactttcttgttgattttccatgcggtgttttgcgcaa
- 957 acgctaacgcagatgcagcgaacgctcggcgtattctcaacaagattaaccgacaga
- 260 ggtgttttgcgcaatgttaatcgctttgtacacctcaggcatgtaaacgtcttcgta
- 557 aaccattccggttgactcaatgagcatctcgatgcagcgtactcctacatgaataga
- 1355 agacgtctctgcatggagtatgagatggactacggtgggtacaatatgctggatgga
- 244 tgttgattttccatgcggtgttttgcgcaatgttaatcgctttgtacacctcaggca
- 464 tgcacgggttgcgatagcctcagcgtattcaggtgcgagttcgatagtctcagagtc
- 296 aggcatgtaaacgtcttcgtagcgcatcagtgctttcttactgtgagtacgcaccag
- 648 ccgagtagacccttagagagcatgtcagcctcgacaacttgcataaatgctttcttg
- 230 cgctaggactttcttgttgattttccatgcggtgttttgcgcaatgttaatcgcttt
- 1163 tatgaccgaacgagtcaatcagaccgctttgactctggtattactgtgaacattatt
- 1321 agagggtgtactccaagaagaggaagatgaggctagacgtctctgcatggagtatga
- 663 gagagcatgtcagcctcgacaacttgcataaatgctttcttgtagacgtgccctacg
- 799 cctcaatggcctctaaacgggtcttgaggggttttttgctgaaaggaggaactatat
- 987 gtattctcaacaagattaaccgacagattcaatctcgtggatggacgttcaacattg
- 1226 cgcgactacgatgagatgcctgagtgcttccgttactggattgtcaccaaggcttcc
- 794 ctcgtcctcaatggcctctaaacgggtcttgaggggttttttgctgaaaggaggaac
- 1442 taacattaataaataaggaggctctaatggcactcattagccaatcaatcaagaact

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1. Title of Database: E. coli promoter gene sequences (DNA)
with associated imperfect domain theory
2. Sources:
(a) Creators:
- promoter instances: C. Harley (CHARLEY@McMaster.CA) and R. Reynolds
- non-promoter instances and domain theory: M. Noordewier
-- (non-promoters derived from work of lab of Prof. Tom Record,
University of Wisconsin Biochemistry Department)
(b) Donor: M. Noordewier and J. Shavlik, {noordewi,shavlik}@cs.wisc.edu
(c) Date received: 6/30/90
3. Past Usage:
(a) biological:
-- Harley, C. and Reynolds, R. 1987.
"Analysis of E. Coli Promoter Sequences."
Nucleic Acids Research, 15:2343-2361.
machine learning:
-- Towell, G., Shavlik, J. and Noordewier, M. 1990.
"Refinement of Approximate Domain Theories by Knowledge-Based
Artificial Neural Networks." In Proceedings of the Eighth National
Conference on Artificial Intelligence (AAAI-90).
(b) attributes predicted: member/non-member of class of sequences with
biological promoter activity (promoters initiate the process of gene
expression).
(c) Results of study indicated that machine learning techniques (neural
networks, nearest neighbor, contributors' KBANN system) performed as
well/better than classification based on canonical pattern matching
(method used in biological literature).
4. Relevant Information Paragraph:
This dataset has been developed to help evaluate a "hybrid" learning
algorithm ("KBANN") that uses examples to inductively refine preexisting
knowledge. Using a "leave-one-out" methodology, the following errors
were produced by various ML algorithms. (See Towell, Shavlik, &
Noordewier, 1990, for details.)
System Errors Comments
------ ------ --------
KBANN 4/106 a hybrid ML system
BP 8/106 std backprop with one hidden layer
O'Neill 12/106 ad hoc technique from the bio. lit.
Near-Neigh 13/106 a nearest-neighbor algo (k=3)
ID3 19/106 Quinlan's decision-tree builder
Type of domain: non-numeric, nominal (one of A, G, T, C)
-- Note: DNA nucleotides can be grouped into a hierarchy, as shown below:
X (any)
/ \
(purine) R Y (pyrimidine)
/ \ / \
A G T C
5. Number of Instances: 106
6. Number of Attributes: 59
-- class (positive or negative)
-- instance name
-- 57 sequential nucleotide ("base-pair") positions
7. Attribute information:
-- Statistics for numeric domains: No numeric features used.
-- Statistics for non-numeric domains
-- Frequencies: Promoters Non-Promoters
--------- -------------
A 27.7% 24.4%
G 20.0% 25.4%
T 30.2% 26.5%
C 22.1% 23.7%
Attribute #: Description:
============ ============
1 One of {+/-}, indicating the class ("+" = promoter).
2 The instance name (non-promoters named by position in the
1500-long nucleotide sequence provided by T. Record).
3-59 The remaining 57 fields are the sequence, starting at
position -50 (p-50) and ending at position +7 (p7). Each of
these fields is filled by one of {a, g, t, c}.
8. Missing Attribute Values: none
9. Class Distribution: 50% (53 positive instances, 53 negative instances)

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The Domain Theory (for recognizing promoters):
% Promoters have a region where a protein (RNA polymerase) must make contact
% and the helical DNA sequence must have a valid conformation so that
% the two pieces of the contact region spatially align.
% Prolog notation is used.
promoter :- contact, conformation.
% There are two regions "upstream" from the beginning of the gene
% at which the RNA polymerase makes contact.
contact :- minus_35, minus_10.
% The following rules describe the compositions of possible contact regions.
minus_35 :- p-37=c, p-36=t, p-35=t, p-34=g, p-33=a, p-32=c.
minus_35 :- p-36=t, p-35=t, p-34=g, p-32=c, p-31=a.
minus_35 :- p-36=t, p-35=t, p-34=g, p-33=a, p-32=c, p-31=a.
minus_35 :- p-36=t, p-35=t, p-34=g, p-33=a, p-32=c.
minus_10 :- p-14 t, p-13 a, p-12=t, p-11=a, p-10=a, p-9=t.
minus_10 :- p-13 t, p-12=a, p-10=a, p-8=t.
minus_10 :- p-13 t, p-12=a, p-11=t, p-10=a, p-9=a, p-8=t.
minus_10 :- p-12=t, p-11=a, p-7=t.
% The following rules describe sequence characteristics that produce
% acceptable conformations.
conformation :- p-47=c, p-46=a, p-45=a, p-43=t, p-42=t, p-40=a, p-39=c,
p-22=g, p-18=t, p-16=c, p-8=g, p-7=c, p-6=g, p-5=c,
p-4=c, p-2=c, p-1=c.
conformation :- p-45=a, p-44=a, p-41=a.
conformation :- p-49=a, p-44=t, p-27=t, p-22=a, p-18=t, p-16=t, p-15=g,
p-1=a.
conformation :- p-45=a, p-41=a, p-28=t, p-27=t, p-23=t, p-21=a, p-20=a,
p-17=t, p-15=t, p-4=t.
% If exact matches are required, this domain theory matches NONE
% of the examples below. Also note that some of the MINUS_35 rules
% are subsumed by another MINUS_35 rule. This occurs because the
% biological evidence is inconclusive wrt the correct specificity.