meme.adh.oops
来自「EM算法的改进」· OOPS 代码 · 共 641 行 · 第 1/4 页
OOPS
641 行
BPHB_PSEPS 153 1.80e-12 GFYPNGGGPL YTAAKQAIVGLVRELAFELAPYVRVNGVG PGGMNSDMRGCSGA_MYXXA 88 2.10e-12 AANTDGGAYA YRMSKAALNMAVRSMSTDLRPEGFVTVLL HPGWVQTDMGFABI_ECOLI 159 4.15e-12 AERAIPNYNV MGLAKASLEANVRYMANAMGPEGVRVNAI SAGPIRTLAAADH_DROME 152 5.20e-12 GFNAIYQVPV YSGTKAAVVNFTSSLAKLAPITGVTAYTV NPGITRTTLVDHCA_HUMAN 193 4.80e-10 HQKEGWPSSA YGVTKIGVTVLSRIHARKLSEQRKGDKIL LNACCPGWVRPCR_PEA 26 2.77e-08 PKEGKIGASL KDSTLFGVSSLSDSLKGDFTSSALRCKEL RQKVGAVRAEMAS1_AGRRA 349 5.72e-08 VDYQRFHLQW YINCVAPLRMTELCLPHLYETGSGRIVNI NSMSGQRVLN---------------------------------------------------------------------------------------------------------------------------------------------------------------- Motif 1 block diagrams--------------------------------------------------------------------------------SEQUENCE NAME POSITION P-VALUE MOTIF DIAGRAM------------- ---------------- -------------YRTP_BACSU 1.6e-22 154_[1]_55AP27_MOUSE 6.3e-22 148_[1]_67NODG_RHIME 1.1e-21 151_[1]_65BUDC_KLETE 4e-21 151_[1]_61FIXR_BRAJA 6.1e-21 188_[1]_61DHGB_BACME 7.5e-20 159_[1]_74HMTR_LEIMA 3.4e-19 192_[1]_66YURA_MYXXA 4.8e-19 159_[1]_70GUTD_ECOLI 4.8e-19 153_[1]_772BHD_STREX 1.1e-18 151_[1]_75HDHA_ECOLI 1.2e-18 158_[1]_68DHB2_HUMAN 2.2e-18 231_[1]_127DHMA_FLAS1 5.5e-18 164_[1]_77HDE_CANTR 9.7e-18 466_[1]_411FVT1_HUMAN 2.9e-17 185_[1]_118BDH_HUMAN 8.2e-17 207_[1]_107RIDH_KLEAE 9.1e-17 159_[1]_61DHES_HUMAN 1.4e-16 154_[1]_144BA72_EUBSP 2.5e-16 156_[1]_64LIGD_PSEPA 1.2e-15 156_[1]_120DHII_HUMAN 1.6e-15 182_[1]_81ENTA_ECOLI 1.8e-15 143_[1]_763BHD_COMTE 7.8e-15 150_[1]_74DHB3_HUMAN 8.6e-15 197_[1]_84RFBB_NEIGO 1.5e-14 164_[1]_153YINL_LISMO 3.2e-14 153_[1]_66BPHB_PSEPS 1.8e-12 152_[1]_94CSGA_MYXXA 2.1e-12 87_[1]_50FABI_ECOLI 4.2e-12 158_[1]_75ADH_DROME 5.2e-12 151_[1]_75DHCA_HUMAN 4.8e-10 192_[1]_55PCR_PEA 2.8e-08 25_[1]_345MAS1_AGRRA 5.7e-08 348_[1]_99---------------------------------------------------------------------------------------------------------------------------------------------------------------- Motif 1 in BLOCKS format--------------------------------------------------------------------------------BL MOTIF 1 width=29 seqs=33YRTP_BACSU ( 155) YSASKFAVLGLTESLMQEVRKHNIRVSAL 1 AP27_MOUSE ( 149) YSSTKGAMTMLTKAMAMELGPHKIRVNSV 1 NODG_RHIME ( 152) YCASKAGMIGFSKSLAQEIATRNITVNCV 1 BUDC_KLETE ( 152) YSSSKFAVRGLTQTAARDLAPLGITVNGF 1 FIXR_BRAJA ( 189) YATSKAALASLTRELAHDYAPHGIRVNAI 1 DHGB_BACME ( 160) YAASKGGMKLMTETLALEYAPKGIRVNNI 1 HMTR_LEIMA ( 193) YTMAKGALEGLTRSAALELAPLQIRVNGV 1 YURA_MYXXA ( 160) YSASKAFLSTFMESLRVDLRGTGVRVTCI 1 GUTD_ECOLI ( 154) YSAAKFGGVGLTQSLALDLAEYGITVHSL 1 2BHD_STREX ( 152) YGASKWGVRGLSKLAAVELGTDRIRVNSV 1 HDHA_ECOLI ( 159) YASSKAAASHLVRNMAFDLGEKNIRVNGI 1 DHB2_HUMAN ( 232) YGSSKAAVTMFSSVMRLELSKWGIKVASI 1 DHMA_FLAS1 ( 165) YVAAKGGVAMLTRAMAVDLARHGILVNMI 1 HDE_CANTR ( 467) YSSSKAGILGLSKTMAIEGAKNNIKVNIV 1 FVT1_HUMAN ( 186) YSASKFAIRGLAEALQMEVKPYNVYITVA 1 BDH_HUMAN ( 208) YCITKFGVEAFSDCLRYEMYPLGVKVSVV 1 RIDH_KLEAE ( 160) YTASKFAVQAFVHTTRRQVAQYGVRVGAV 1 DHES_HUMAN ( 155) YCASKFALEGLCESLAVLLLPFGVHLSLI 1 BA72_EUBSP ( 157) YPASKASVIGLTHGLGREIIRKNIRVVGV 1 LIGD_PSEPA ( 157) YSAAKAASINLMEGYRQGLEKYGIGVSVC 1 DHII_HUMAN ( 183) YSASKFALDGFFSSIRKEYSVSRVNVSIT 1 ENTA_ECOLI ( 144) YGASKAALKSLALSVGLELAGSGVRCNVV 1 3BHD_COMTE ( 151) YSASKAAVSALTRAAALSCRKQGYAIRVN 1 DHB3_HUMAN ( 198) YSASKAFVCAFSKALQEEYKAKEVIIQVL 1 RFBB_NEIGO ( 165) YSASKAAADHLVRAWQRTYRLPSIVSNCS 1 YINL_LISMO ( 154) YGATKWAVRDLMEVLRMESAQEGTNIRTA 1 BPHB_PSEPS ( 153) YTAAKQAIVGLVRELAFELAPYVRVNGVG 1 CSGA_MYXXA ( 88) YRMSKAALNMAVRSMSTDLRPEGFVTVLL 1 FABI_ECOLI ( 159) MGLAKASLEANVRYMANAMGPEGVRVNAI 1 ADH_DROME ( 152) YSGTKAAVVNFTSSLAKLAPITGVTAYTV 1 DHCA_HUMAN ( 193) YGVTKIGVTVLSRIHARKLSEQRKGDKIL 1 PCR_PEA ( 26) KDSTLFGVSSLSDSLKGDFTSSALRCKEL 1 MAS1_AGRRA ( 349) YINCVAPLRMTELCLPHLYETGSGRIVNI 1 //---------------------------------------------------------------------------------------------------------------------------------------------------------------- Motif 1 position-specific scoring matrix--------------------------------------------------------------------------------log-odds matrix: alength= 20 w= 29 n= 9072 bayes= 8.09755 E= 3.6e-165 -716 -497 -698 -691 -172 -730 -304 -562 -80 -507 12 -550 -661 -513 -563 -605 -625 -609 -217 508 -51 240 -90 -249 -334 53 -232 -106 -219 -337 -278 -209 -72 -192 -79 276 81 -153 -332 -306 257 -64 -390 -343 -320 -160 -326 -144 -343 -193 26 -120 -436 -313 -349 86 -117 -123 -309 -358 57 116 -511 -541 -504 -420 -453 -532 -481 -549 -470 -353 -434 -438 -470 325 161 -493 -485 -492 -433 -317 -482 -429 -524 -520 -342 -409 413 -326 -416 -349 -435 -343 -57 -433 -392 -321 -375 -453 205 -259 -559 -505 282 34 -356 -70 -475 -333 -299 -445 -475 -1 -468 -326 -334 -312 255 -226 235 -273 -630 -622 68 154 -557 -603 -636 -616 -544 -517 -44 -518 -595 5 -371 -482 -571 -615 -80 -195 -498 -421 -234 -161 -307 78 -389 146 165 -378 -410 -325 -384 -96 -250 223 -275 -265 -75 107 27 110 -355 -358 -150 45 46 -69 -279 -14 -296 44 145 85 61 -5 -331 -279 33 -283 -54 -168 -321 176 159 -291 -150 -137 223 56 -315 -120 -208 49 -61 -125 -319 -277 -215 -277 -532 -447 217 -558 -360 -167 -423 288 23 -95 -427 -325 -396 -413 -122 -250 -311 -327 -89 117 -466 -101 -26 -476 -318 -198 -376 -255 156 -325 -415 -315 -380 173 259 99 -304 -300 -295 -344 26 181 -386 -383 160 -385 151 -69 -304 -196 -322 112 242 49 -236 -378 -354 -305 56 211 -348 6 -258 -72 -244 -52 -256 -112 -197 -40 -364 -217 -294 224 101 -30 -286 10 -3 -202 -498 -419 -224 -471 54 -37 -388 234 272 -382 -407 -317 -379 -325 -74 -85 143 8 204 -306 -264 -189 -396 -69 -189 -390 -14 -378 3 -217 -51 156 193 -72 -251 -369 -361 -322 -277 -280 -236 -39 57 -152 158 -80 39 79 153 -21 -313 156 145 -204 -60 39 -315 8 -164 -464 216 305 -496 -158 -268 -472 -47 -16 -396 -277 -379 31 -306 -90 -81 -452 -469 -411 -157 123 -496 -418 -13 -163 -303 31 -385 220 113 -376 -406 -318 -379 -98 -251 25 -270 253 149 -311 -209 33 -354 22 -151 -97 45 -149 -278 -172 -46 -92 145 50 -59 -348 -330 5 -142 -318 -208 76 -356 -68 -151 -97 147 -150 -280 -172 276 112 34 -61 60 -140 -332 -280 -268 -317 -47 77 -38 -150 250 -359 121 -18 -279 -15 -46 112 -37 50 13 -352 139 222 -156 -338 -229 -48 -391 239 -183 -396 -30 -386 -318 190 -329 27 74 -6 -247 -151 -356 -313 -372 -253 -410 -399 -123 -293 -366 345 -197 -52 -102 -354 -429 -337 -203 -342 -171 118 -313 -110 -144 -290 -233 -162 -327 -68 73 -84 85 -139 -256 56 -312 -113 285 -203 97 1 -321 8 -146 94 -193 -329 -285 -443 -265 73 -337 -177 -228 -168 -320 -310 -312 -198 -113 308 -344 -389 -142 -319 -207 -138 -356 -68 75 -360 46 -347 -280 302 -296 44 34 113 13 -5 -332 6 6 273 -480 -92 -230 26 -297 77 -371 -32 33 44 -403 -310 -372 80 13 130 -270 -259 -80 123 -491 -416 -13 -162 -302 217 -383 93 -169 -51 -405 -320 -379 -96 -66 178 -270 -260 ---------------------------------------------------------------------------------------------------------------------------------------------------------------- Motif 1 position-specific probability matrix--------------------------------------------------------------------------------letter-probability matrix: alength= 20 w= 29 nsites= 33 E= 3.6e-165 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.030303 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.939394 0.090909 0.090909 0.030303 0.000000 0.000000 0.181818 0.000000 0.030303 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.030303 0.393939 0.090909 0.030303 0.000000 0.000000 0.575758 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.030303 0.000000 0.030303 0.060606 0.030303 0.000000 0.000000 0.000000 0.181818 0.030303 0.030303 0.000000 0.000000 0.181818 0.030303 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.606061 0.181818 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.939394 0.030303 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.000000 0.484848 0.000000 0.000000 0.000000 0.272727 0.121212 0.000000 0.030303 0.000000 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.000000 0.000000 0.000000 0.060606 0.000000 0.575758 0.000000 0.000000 0.000000 0.060606 0.272727 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.000000 0.060606 0.000000 0.000000 0.000000 0.000000 0.060606 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.090909 0.000000 0.272727 0.090909 0.000000 0.000000 0.000000 0.000000 0.030303 0.000000 0.424242 0.000000 0.000000 0.060606 0.030303 0.060606 0.121212 0.000000 0.000000 0.000000 0.090909 0.060606 0.060606 0.000000 0.030303 0.000000 0.030303 0.151515 0.121212 0.090909 0.090909 0.000000 0.000000 0.151515 0.000000 0.030303 0.000000 0.000000 0.363636 0.060606 0.000000 0.000000 0.030303 0.151515 0.060606 0.000000 0.000000 0.000000 0.090909 0.030303 0.030303 0.000000 0.000000 0.030303 0.000000 0.000000 0.000000 0.242424 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