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CpG Intercept PanTcell CD8T CD4T NK Bcell Mono Gran | |
cg00226923 0.908254648552594 0.0218475536904394 -0.0290746444815646 0.019520009724875 0.0349316733273465 -0.891558627613285 0.043308690164259 0.0442108030283962 | |
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cg10681065 0.435764547810968 0.315564464658604 0.0572598410595472 -0.0281506754657246 0.0250730336658654 0.111508074167985 -0.064853665188591 -0.140393529596099 | |
cg21578541 0.182496760382944 0.163307757328777 0.105290841695118 0.0189306242011762 0.30459514820588 -0.164254496455203 -0.127878890113418 -0.144728710168115 | |
cg00739120 0.322713319104471 0.220830343785395 0.0795241452176776 0.0463909627477955 -0.0415024120629286 -0.0937095699665125 -0.144861314633913 -0.149630151647738 | |
cg24898863 0.304442282004968 0.295419365148048 0.0201233011076701 0.0356308855477367 0.157843728910489 0.290647833252916 -0.254771385237319 -0.245238815636104 | |
cg07958192 0.345673481455997 0.365999735265367 0.0500375333398061 -0.0269932417030846 0.238868064098238 0.245075168563198 -0.214369281455075 -0.147082618949283 | |
cg09208010 0.306794708522216 0.403818715178882 0.0749153038409123 0.0284063961587508 -0.0227699664091553 -0.043323967470474 -0.257449192555241 -0.227273765008047 | |
cg00431050 0.634738488156072 0.1915996211013 0.00916759064330938 -0.0463814460630683 0.162613025695448 0.18269841858404 -0.00485948274601699 -0.0922321102726261 | |
cg13030582 0.210906030384341 0.247072575745584 0.0430384481805043 0.101038891150855 0.251661284475558 -0.100896038364302 -0.122230119360465 -0.116293719048584 | |
cg15374234 0.223899155919799 0.292586322974437 0.0789884160490262 -0.0301211603554868 0.491140283270817 -0.153155498575308 -0.189305874485215 -0.185960365975498 | |
cg17709873 0.589667677780196 -0.444994316127725 0.0194579933234409 -0.0287375378936962 0.0669097040636686 -0.33247489445831 0.355195222227697 0.342118272208685 | |
cg19531130 0.306979498491587 0.252078605704523 0.124332137926859 -0.0616635876840152 -0.145345388612816 -0.240003646429803 -0.227595202819162 -0.234979105885308 | |
cg15746187 0.699584936903249 0.160394073382171 0.0126771655205146 -0.00444696689241863 0.120663575765532 0.0890369773144289 -0.0398792324854497 -0.141929611630525 | |
cg23090046 0.507022453303329 0.34862294213558 0.0490437308144849 -0.0984111285117213 0.255311303926679 0.0614099291702213 -0.432097806950571 -0.322295353444721 | |
cg01636591 0.602133037030548 0.257500729651128 -0.0197206166894925 0.00432833332065337 0.165930681196084 0.232620029650046 -0.363378797036055 -0.140098812018997 | |
cg26417554 0.678813044034764 0.189459578066955 -0.00622530787917472 -0.0182547201195321 0.174340500185133 0.185382217630702 0.118676112136438 -0.232632001412586 | |
cg09848074 0.216283993102043 0.366765550484227 -0.036826546389229 -0.0636322805045439 0.261050883535876 0.222978897514628 -0.0544283924256171 -0.124751261153482 | |
cg11494699 0.81563353534931 -0.0623534565176808 0.0117227153348524 -0.0168501517540246 0.0244578800642102 -0.233524986472817 0.0401455161537959 0.0365446699960392 | |
cg08368934 0.391998229599241 0.463404170459803 -0.047712849940196 0.002131162455413 0.0745343522482617 0.483369720437565 -0.325841033529101 -0.335142889545339 | |
cg16682903 0.399972351600672 0.286530874252281 -0.00057643364354222 -0.000881766734575679 0.0268960673656566 0.032730319772125 -0.123732725052056 -0.1013886995689 | |
cg26227465 0.715259612989509 -0.292608470602478 -0.182580055557069 0.209920478721293 -0.582774014693682 0.0951604939562623 0.140549414411462 0.118493696347267 | |
cg19317715 0.27954718042388 0.332723072423852 0.0715838846362915 -0.0283565231806346 -0.00204650952172531 0.0808614499320493 -0.0726740016332497 -0.110336715163094 | |
cg20098659 0.642844308265514 0.272969565331901 -0.0162176410136086 -0.0145289045070998 0.261502990842406 0.2753977229943 0.212919642032925 -0.257855134763782 | |
cg18530324 0.697065933326716 0.222027833352436 0.00193878333547258 0.00334747081478635 0.13545082126128 0.049042916647046 -0.178541793356182 -0.131110233318267 | |
cg11164400 0.155331455011416 0.17854598824546 -0.0245232303942034 -0.0483219764575559 -0.046080111444771 0.0221370029396314 -0.0615000412311663 -0.0501651655491151 | |
cg24456340 0.720669937044516 -0.313522553775769 -0.239510883290524 0.220642866735612 -0.497563538827629 0.15115097955553 0.119497382900549 0.108783775419864 | |
cg26322315 0.633409620539418 -0.224280008594142 -0.0747794486482384 -0.0342293978211874 0.0482122835925625 0.0204154550353544 0.00621704128349902 0.0832652077265647 | |
cg11905488 0.503373811101366 0.337882872259659 -0.00038093328603647 -0.023478920869955 0.332059534364172 0.345178338911237 -0.0202330910921978 -0.27527742357078 | |
cg26112639 0.211444803267289 0.380325334652065 0.0912359469870722 -0.00757295219215245 0.00772361203899293 -0.00442202085568069 -0.179126746377312 -0.165175913335968 | |
cg11827101 0.618477962924186 0.318103170479654 -0.0108973832150174 -0.000466558393837604 0.0871914826485072 0.286531270458491 -0.162701502892389 -0.213037875422163 | |
cg17952262 0.286124753348083 0.236660649428632 0.0586096019016809 -0.0228136782404705 -0.0559724179117074 0.0800901368753783 -0.155966890679035 -0.158144839482054 | |
cg05501357 0.317946444431817 0.376490438919657 0.0156183166970106 -0.027925495841687 0.35509297376558 0.39289720559718 0.271543375596927 -0.234064348152695 | |
cg18468842 0.415324265805591 0.335803999482304 0.0104906853380341 -0.0550627294572792 0.393759819841868 0.365093523988408 -0.132820837541442 -0.206357282610335 | |
cg02266731 0.322440514796217 0.256954351927755 0.104204183322344 -0.132733304230394 0.488638730739735 0.275043018618257 -0.236985764720019 -0.22577371227173 | |
cg07409200 0.301087952582062 0.376621833722864 -0.107697534460917 0.0240469617880094 0.538986612699964 0.431103299853531 -0.0226841414283094 -0.212078304940646 | |
cg24422489 0.693780333361393 0.229415399919617 0.003910366679802 -0.00490007081892549 0.214790148369811 0.19570574994309 0.149758086563452 -0.314483770894965 | |
cg27091787 0.5295520703614 0.248703296326757 -0.00787646666510809 -0.0025896791889067 0.205343166040645 0.229051662986196 -0.0658270103604936 -0.200651395354284 | |
cg11471401 0.615172344384579 0.221783589030923 -0.0242384832250139 -0.0187771084407767 0.189655019893002 0.235599038998993 -0.10148968449301 -0.102771569385112 | |
cg11998307 0.780346608194307 0.161056975634399 -0.0154202022251364 -0.0124598772382006 0.169723048002806 0.0602898766177216 -0.100915664460122 -0.0609492294305814 | |
cg06196379 0.194879363689816 0.315512136324792 -0.144440399967541 -0.017681150005413 0.395985863692688 0.444447502997378 -0.154745411657974 -0.138141458682086 | |
cg06874144 0.728599678558848 0.192960575518767 -0.0125260249035175 -0.0202448788092536 0.184318251408241 0.0552819253729714 -0.127512017529877 -0.174630803494616 | |
cg02947253 0.669762538989251 0.153027876500119 0.0884697230477973 -0.013858196382569 0.202241874325626 0.207815154649567 -0.289603428781375 -0.22323295938845 | |
cg04182865 0.41606178516771 0.356341448176946 0.00351471670512341 -0.0322015583324865 0.395565096724144 0.148534631508851 0.177284574852139 -0.226412847712722 | |
cg24949488 0.601932166029417 -0.403448284373741 0.0158737821275083 0.0195727094869086 0.0840681565615953 -0.40255989309955 0.273900664638638 0.277551475025638 | |
cg16899442 0.241339065627216 0.163727104149582 0.0399776184395999 -0.0522021595906722 -0.00655498554100988 -0.15231177184043 -0.0309657038385598 -0.0997474993924666 | |
cg05055150 0.652042926650441 -0.104018292612917 0.022560651104701 0.00987598850543085 -0.241691774572307 -0.056042783545536 0.0873129092893862 0.100712555749735 | |
cg17166812 0.312085505031194 0.282510748279656 -0.0723416908234312 -0.0313278644542302 0.263832935911403 0.209944800199961 -0.153312119545075 -0.187419260786263 | |
cg20790056 0.536487074077058 -0.265755107418232 0.140458233334089 -0.0230014541559191 -0.113063519597051 0.0624771425720565 0.0983158459171012 0.0831878884142811 | |
cg24354652 0.459058231166196 0.319321434922983 0.0529831486276779 -0.0280332614152016 0.0491431983843853 -0.246465107506294 -0.251618723517515 -0.260431690728076 | |
cg08130265 0.527471221870295 0.328980380166445 0.0268881865554856 -0.0289700849530719 0.32138571047509 0.324937435327751 -0.14727327771851 -0.156741120161853 | |
cg02225847 0.281798411334332 0.229316884838361 0.050817249034698 -0.0162761575010408 -0.088300498792117 -0.144336627739754 -0.159302001606397 -0.162407607386165 | |
cg09305224 0.523742046854868 0.380278882024203 0.0352679735246935 -0.0468092109584483 0.273019533740099 0.151434884163389 -0.346103465480396 -0.381341730685832 | |
cg00187686 0.208748580480568 0.32276677702652 0.0312036181766793 -0.0335855325003284 0.0745236819187145 0.188307039916006 -0.0959626791699299 -0.0858484799079982 | |
cg20340242 0.270623568567734 0.32171176232979 0.0723438664586333 -0.0964712718252327 0.201506721203658 0.0421409374409572 -0.215289642962438 -0.199792055602467 | |
cg02635407 0.375544526275749 0.36974628602751 0.0869115615454277 -0.0201601314125704 0.313227534094195 -0.244545626184236 -0.334978986406639 -0.324627873456797 | |
cg03270204 0.879278000008206 0.00947524996603525 0.0112186000097242 0.0132209750352892 0.0414367272155017 -0.490137750041011 -0.00477543997702408 0.00529526242417071 | |
cg14700707 0.164552854133486 0.288458634124744 -0.0880895640009202 0.0101124080553516 0.248613270456051 0.0101643127800195 -0.112954699490845 -0.111972381701474 | |
cg15125472 0.256270031041857 0.202828197311176 0.13690130864379 0.0186075217839018 -0.074308389829657 -0.0916284760936841 -0.178837744421802 -0.165114377965613 | |
cg15379858 0.593416276549609 0.314143046166497 0.0033991675460814 0.0231111254761193 0.31309265110592 0.348284570085969 0.333721045466178 -0.338444802873725 | |
cg24576425 0.2898749690559 0.240784263232461 0.0750130898611267 0.105407012557561 -0.135752770878548 -0.0636954208277441 -0.201857306273527 -0.181092045293334 | |
cg08837884 0.504599407395038 0.28249675929571 0.00782308329378813 -0.000872729180166985 0.293146183626073 0.287197709279169 -0.12399522736235 -0.194291469877093 | |
cg04891836 0.394887448149277 -0.27475080482778 -0.0132689083251924 -0.0379925558141277 -0.278678701768952 0.0960713685106369 0.173691051862659 0.221296164343672 | |
cg01211097 0.477798833950788 0.263625026775005 0.0560197518356206 -0.0298121486455276 0.05553030046408 0.0170154562935401 -0.108874787565861 -0.11329461299744 | |
cg09076077 0.239912845181717 0.403572004819516 -0.0166050499852456 0.0432521250053042 -0.0958294524400175 0.675721438155607 -0.171601941177406 -0.171833730183053 | |
cg08241785 0.215269396251696 0.492814803801892 0.0845785501489352 0.00665935003872852 0.0612649942573225 -0.0386352295717205 -0.141047086043127 -0.140313109981713 | |
cg03112433 0.427436925468923 -0.270929778816324 -0.018085570421046 0.0134897792966933 -0.280308571346593 -0.351183978675048 0.137445289276676 0.170653362800419 | |
cg11822932 0.372580503507826 0.356636318125732 0.0311766840897378 -0.00656960376968123 0.332234850417061 0.0504475141431199 -0.303357697100505 -0.291594788246688 | |
cg14182690 0.732686878640525 -0.327535596695933 -0.303134572390814 0.37336967732325 -0.559063608165986 -0.0156234183217797 0.167693290281741 0.151642286240598 | |
cg03014680 0.74029784818609 0.0339251517796246 -0.00194050018101739 0.0158681500150078 -0.28236300298829 0.0594740850246995 -0.0834876681778994 -0.0292749107851767 | |
cg17823175 0.626845551306737 0.222496604492575 -0.0123822022544568 -0.0108134718803051 0.246281314596588 0.2407624477164 -0.159456197322132 -0.345603965163672 | |
cg16046376 0.649955864752854 0.280474780462134 0.0115862727710463 -0.0143618514131609 0.273565814520935 0.273056824984289 0.148460187059929 -0.228685609906349 | |
cg11657615 0.178824836752789 0.204858348214872 0.00289851845168323 -0.0288120972313544 0.0234976053799485 -0.0229635005370507 -0.113347666688601 -0.113552860112128 | |
cg18096388 0.40206550370163 -0.244965053669538 0.0616850499755408 -0.0643562650418827 0.162074559886389 0.032977762975907 0.0798123163812959 0.0708006712743035 | |
cg00554250 0.20288631562082 0.161847341221146 -0.0125432630335829 0.0826261922089052 0.0193363414692321 -0.0392474680542698 -0.104243433664588 -0.0850280958375498 | |
cg05155595 0.519558409400423 0.285597143652898 0.00784362091836885 -0.0185286772809909 0.241547287972903 0.23884548601604 -0.00438946801965626 -0.110415648906526 | |
cg06415153 0.270825165608737 0.309073183738839 0.0524118106034874 -0.0989355506942915 0.23489766252826 0.124602009316616 -0.106800644363833 -0.120761616883637 | |
cg10997248 0.656538722041609 -0.129023648973976 -0.0217920963372681 0.097703007463006 -0.0533188952142994 -0.366073311280194 0.0607909596160798 0.0488728485486227 | |
cg04845063 0.266715944152494 0.236737943669418 0.0701474604815846 0.0635422069643684 0.0190897647156981 -0.0437847780017355 -0.0996424970217509 -0.0931383380944254 | |
cg13634319 0.199878057096694 -0.154126194130644 -0.0207194889246147 0.0187229331752469 -0.111022185980663 -0.127009589736782 0.102804431702899 0.103566793328542 | |
cg23213217 0.176831433327355 -0.0851634833057288 -0.000234789999994169 0.000860946223330331 0.18147944851183 0.0638500166984926 0.625594766713228 -0.0949247783200839 | |
cg03368758 0.755416625925057 0.0434789407416142 0.0282134833335424 0.00936632083556315 -0.543725910474166 0.010012024068236 0.0252892940787107 -0.00313473842808499 | |
cg00673191 0.488319377737755 0.332152588987925 -0.0288157665351312 -0.0404479042451839 0.282857877120202 0.333499655630568 0.214860382255785 -0.236824565207407 | |
cg07086380 0.640720703999172 -0.442650418034009 0.043739358493496 -0.024539303224991 0.222734039164867 -0.125910378531704 0.162949696194396 0.195151874050583 | |
cg15536230 0.533630548141039 0.259386601883448 0.0528589999816776 0.0235863624622762 0.118316151906724 0.165779401871815 -0.491423386156397 -0.216567098114452 | |
cg18333690 0.156138407092748 0.218398429074015 -0.163814359529967 -0.00463108907050386 -0.0751528428009178 0.166769345178681 -0.122807969966717 -0.121943536725287 | |
cg18399183 0.128759008638852 0.171620128034957 -0.0495069542670511 -0.0536117394737791 -0.0395922797605869 -0.0426869160368984 -0.0486550182100292 -0.0481974642735238 | |
cg17469479 0.794527477592333 0.163566760289689 0.00495739325425092 -0.00666860035556911 0.146938950050484 0.161654403870664 0.118494026144874 -0.185851044080295 | |
cg00431549 0.229225817559984 0.283773685399737 -0.099957981291244 0.0916547735622523 -0.0818602921720674 0.00462991495561578 -0.108460226043556 -0.0745475396626324 | |
cg19947621 0.640664232270941 0.191971963231808 0.00447848163691022 -0.0226981343085874 0.239330773522974 0.227940996514768 -0.14658996277122 -0.100434912337567 | |
cg16873863 0.638014196288315 0.144319987054645 0.00596041666412839 -0.0303718458376613 0.121470958306835 -0.33347199628263 -0.0676781562754744 -0.0535654712926012 | |
cg27246571 0.790552184551396 0.187462046921324 -0.0114041355080478 -0.0133129967018079 0.174638298230715 0.183610602009208 -0.0747104613253025 -0.12899860881704 | |
cg16501235 0.802881144389129 0.0315894556992237 -0.0113751504367053 0.0260103998743949 0.0375924659850131 -0.00584004433734312 -0.385289064440594 0.025415180654007 | |
cg25028542 0.210723721926784 0.209742262423601 0.0353955641055194 -0.0127295189430558 0.221310584101194 0.134438475226369 -0.163217591913166 -0.160451847380196 | |
cg03584220 0.657668131775996 -0.243254071801393 -0.0677510232014875 0.284310803921925 -0.434033129527569 0.158457360637173 0.160392872305502 0.10979944935704 | |
cg01129847 0.305867508004864 0.384718796403475 0.0431667698623834 0.0816411483366224 -0.150909046777842 0.0207163854146519 -0.195393721578173 -0.203435495796362 | |
cg25374813 0.349090581468691 0.32826561857487 -0.00337015000187598 -0.0215884000503006 0.322589082217021 0.155007218561387 -0.0551258014520557 -0.154231856427102 | |
cg06131859 0.316338525895672 0.207018957455984 -0.0623577334087485 0.0093947167213343 0.0702410012393992 -0.182011302478321 -0.180076947883655 0.0742834616431012 | |
cg06144905 0.211089116455535 0.117651166011932 0.0451525851836842 -0.0163674544023681 0.030693036510158 0.178924843148387 -0.0891622344507511 -0.0551860823765515 |
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options(stringsAsFactors=FALSE) | |
library(parallel) | |
library(limma) | |
library(nlme) | |
#source('~/src/rstuff/rmodels.R') | |
source('src/wbcInference.R') | |
ilogit = function(M){ | |
res = exp(M) / (1 + exp(M)) | |
rownames(res) = rownames(M) | |
colnames(res) = colnames(M) | |
res | |
} | |
logit = function(b){ | |
res = log(b) - log(1 - b) | |
rownames(res) = rownames(b) | |
colnames(res) = colnames(b) | |
res | |
} | |
penFitOne = function(y, Zmat){ | |
adj = y | |
is.obs = !is.na(y) | |
Z = Zmat[is.obs,,drop=FALSE] | |
y = y[is.obs] | |
id = rep(1,length(y)) | |
lmod = try(lme(y~1, random=list(id=pdIdent(~Z-1))), silent=TRUE) | |
if(!inherits(lmod,"try-error")){ | |
adj[is.obs] = resid(lmod) + lmod$coef$fixed[1] | |
}# else { | |
# message(lmod) | |
#} | |
list(modelFit=lmod, adjusted=adj) | |
} | |
penFitAll = function(Ymat, Zmat){ | |
nFeature = dim(Ymat)[1] | |
mu = sigma = tau = rep(NA, nFeature) | |
beta = matrix(NA, nFeature, dim(Zmat)[2]) | |
adjusted = matrix(NA, nFeature, dim(Ymat)[2]) | |
nbad = 0 | |
for(i in 1:nFeature){ | |
pf = penFitOne(Ymat[i,], Zmat) | |
if(inherits(pf$modelFit,"try-error")){ | |
nbad = nbad + 1 | |
mu[i] = mean(Ymat[i,],na.rm=TRUE) | |
sigma[i] = var(Ymat[i,],na.rm=TRUE) | |
tau[i] = 0 | |
beta[i,] = 0 | |
} | |
else{ | |
mu[i] = pf$modelFit$coef$fixed[1] | |
sigma[i] = pf$modelFit$sigma^2 | |
tau[i] = getVarCov(pf$modelFit)[1,1] | |
beta[i,] = pf$modelFit$coef$random$id | |
} | |
adjusted[i,] = pf$adjusted | |
} | |
message(paste("total with error in model fit:", nbad)) | |
list(mu=mu, beta=beta, tau=tau, sigma=sigma, adjusted=adjusted) | |
} | |
adjust.beta = function(B, top_n=500, mc.cores=24, cell.coefs="houseman-dmrs.txt", est.only=FALSE){ | |
if (! all(B > 0, na.rm=TRUE)){ | |
message("performing inverse logit to get values from 0 to 1") | |
B = ilogit(B) | |
print(dim(B)) | |
do.logit = TRUE | |
} else { do.logit = FALSE } | |
stopifnot(all((B > 0) & (B < 1), na.rm=TRUE)) | |
# after adjusting, set values < 0 or > 1 to the smallest observed value | |
epsilon.min = min(B) | |
epsilon.max = min(1 - B) | |
dmr.coefs = read.delim(cell.coefs, row.names=1) | |
# take shared probes. may be differences if beta is from 450k | |
dmr.coefs = dmr.coefs[rownames(dmr.coefs) %in% rownames(B),] | |
dmr.coefs = as.matrix(dmr.coefs[1:min(top_n, nrow(dmr.coefs)),]) | |
stopifnot(nrow(dmr.coefs) > 0) | |
# reporter matrix | |
Lwbc = diag(8)[-(1:2),] | |
Lwbc[1:2,2] = 1 ; Lwbc[,1] = 1 | |
rownames(Lwbc) = colnames(dmr.coefs)[-(1:2)] | |
colnames(Lwbc) = colnames(dmr.coefs) | |
dmrs = rownames(dmr.coefs) | |
message(paste0("using ", length(dmrs), " dmrs")) | |
omega.mix = projectWBC(B[dmrs,], | |
dmr.coefs[dmrs,], | |
contrastWBC=Lwbc, | |
nonnegative=TRUE, | |
lessThanOne=FALSE) | |
omega.mix = (1 / apply(omega.mix, 1, sum)) * omega.mix | |
if(est.only){ return(omega.mix) } | |
#write.table(omega.mix, sep="\t", row.names=T, quote=F, file="tmp/omega.mix.txt") | |
#message("WROTE") | |
message("adjusting beta (this will take a while)...") | |
tmpList = lapply(1:mc.cores, function(i){ seq(from=i, to=nrow(B), by=mc.cores) }) | |
tmpAdj = mclapply(tmpList, function(ix){ penFitAll(B[ix,], omega.mix) }, mc.cores=mc.cores) | |
adjBeta = matrix(NA, nrow(B), ncol(B)) | |
for (i in 1:length(tmpList)){ | |
adjBeta[tmpList[[i]],] = tmpAdj[[i]]$adjusted | |
} | |
nCpGs = nrow(B) * ncol(B) | |
message(paste("% values <= 0:", sum(adjBeta <= 0, na.rm=TRUE) / nCpGs * 100)) | |
message(paste("% values >= 1:", sum(adjBeta >= 1, na.rm=TRUE) / nCpGs * 100)) | |
message("these will be changed to 0+epsilon, 1-epsilon respectively") | |
adjBeta[(adjBeta <= 0)] = epsilon.min | |
adjBeta[(adjBeta >= 1)] = epsilon.max | |
rownames(adjBeta) = rownames(B) | |
colnames(adjBeta) = colnames(B) | |
if(do.logit){ return(logit(adjBeta)) }; | |
return(adjBeta) | |
} |
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