Last data update: 2014.03.03

R: Methods for class CopyNumberSet.
CopyNumberSet-methodsR Documentation

Methods for class CopyNumberSet.

Description

Accessors and CopyNumberSet

Usage


copyNumber(object, ...)
cnConfidence(object)
copyNumber(object) <- value
cnConfidence(object) <- value

Arguments

object

CopyNumberSet object or derived class

...

Ignored for CopyNumberSet and oligoSnpSet.

value

matrix

Value

copyNumber returns a matrix of copy number estimates or relative copy number estimates. Since the copy number estimates are stored as integers (copy number * 100), the matrix returned by the copyNumber accessor will need to be divided by a factor of 100 to transform the measurements back to the original copy number scale.

cnConfidence returns a matrix of confidence scores for the copy number estimates. These are also represented as integers and will require a back-transformation to the original scale.

Examples

	library(Biobase)
	data(locusLevelData)
	path <- system.file("extdata", package="oligoClasses")
	fd <- readRDS(file.path(path, "genomeAnnotatedDataFrameExample.rds"))
	## the following command creates an 'oligoSnpSet' object, storing
	## an integer representation of the log2 copy number in the 'copyNumber' element
	## of the assayData.  Genotype calls and genotype confidence scores are also stored
	## in the assayData.
	oligoSet <- new("oligoSnpSet",
			copyNumber=integerMatrix(log2(locusLevelData[["copynumber"]]/100), 100),
			call=locusLevelData[["genotypes"]],
			callProbability=integerMatrix(locusLevelData[["crlmmConfidence"]], 1),
			annotation=locusLevelData[["platform"]],
			featureData=fd,
			genome="hg19")

	## There are several accessors for the oligoSnpSet class.
	icn <- copyNumber(oligoSet)
	range(icn) ## integer scale
	lcn <- icn/100
	range(lcn) ## log2 copy number

	## confidence scores for the genotypes are also represented on an integer scale
	ipr <- snpCallProbability(oligoSet)
	range(ipr) ## integer scale

	## for genotype confidence scores, the helper function i2p
	## converts back to a probability scale
	pr <- i2p(ipr)
	range(pr)

	## The helper function confs is a shortcut, extracting the
	## integer-based confidence scores and transforming to the
	## probability scale
	pr2 <- confs(oligoSet)
	all.equal(pr, pr2)

	## To extract information on the annotation of the SNPs, one can use
	position(oligoSet)
	chromosome(oligoSet)
	## the position and chromosome coordinates were extracted from build hg19
	genomeBuild(oligoSet)

Results


R version 3.3.1 (2016-06-21) -- "Bug in Your Hair"
Copyright (C) 2016 The R Foundation for Statistical Computing
Platform: x86_64-pc-linux-gnu (64-bit)

R is free software and comes with ABSOLUTELY NO WARRANTY.
You are welcome to redistribute it under certain conditions.
Type 'license()' or 'licence()' for distribution details.

R is a collaborative project with many contributors.
Type 'contributors()' for more information and
'citation()' on how to cite R or R packages in publications.

Type 'demo()' for some demos, 'help()' for on-line help, or
'help.start()' for an HTML browser interface to help.
Type 'q()' to quit R.

> library(oligoClasses)
Welcome to oligoClasses version 1.34.0
> png(filename="/home/ddbj/snapshot/RGM3/R_BC/result/oligoClasses/CopyNumberSet-methods.Rd_%03d_medium.png", width=480, height=480)
> ### Name: CopyNumberSet-methods
> ### Title: Methods for class CopyNumberSet.
> ### Aliases: CopyNumberSet-methods copyNumber copyNumber<- cnConfidence
> ###   cnConfidence<-
> ### Keywords: methods manip
> 
> ### ** Examples
> 
> 	library(Biobase)
Loading required package: BiocGenerics
Loading required package: parallel

Attaching package: 'BiocGenerics'

The following objects are masked from 'package:parallel':

    clusterApply, clusterApplyLB, clusterCall, clusterEvalQ,
    clusterExport, clusterMap, parApply, parCapply, parLapply,
    parLapplyLB, parRapply, parSapply, parSapplyLB

The following objects are masked from 'package:stats':

    IQR, mad, xtabs

The following objects are masked from 'package:base':

    Filter, Find, Map, Position, Reduce, anyDuplicated, append,
    as.data.frame, cbind, colnames, do.call, duplicated, eval, evalq,
    get, grep, grepl, intersect, is.unsorted, lapply, lengths, mapply,
    match, mget, order, paste, pmax, pmax.int, pmin, pmin.int, rank,
    rbind, rownames, sapply, setdiff, sort, table, tapply, union,
    unique, unsplit

Welcome to Bioconductor

    Vignettes contain introductory material; view with
    'browseVignettes()'. To cite Bioconductor, see
    'citation("Biobase")', and for packages 'citation("pkgname")'.

> 	data(locusLevelData)
> 	path <- system.file("extdata", package="oligoClasses")
> 	fd <- readRDS(file.path(path, "genomeAnnotatedDataFrameExample.rds"))
> 	## the following command creates an 'oligoSnpSet' object, storing
> 	## an integer representation of the log2 copy number in the 'copyNumber' element
> 	## of the assayData.  Genotype calls and genotype confidence scores are also stored
> 	## in the assayData.
> 	oligoSet <- new("oligoSnpSet",
+ 			copyNumber=integerMatrix(log2(locusLevelData[["copynumber"]]/100), 100),
+ 			call=locusLevelData[["genotypes"]],
+ 			callProbability=integerMatrix(locusLevelData[["crlmmConfidence"]], 1),
+ 			annotation=locusLevelData[["platform"]],
+ 			featureData=fd,
+ 			genome="hg19")
> 
> 	## There are several accessors for the oligoSnpSet class.
> 	icn <- copyNumber(oligoSet)
> 	range(icn) ## integer scale
[1] -108  317
> 	lcn <- icn/100
> 	range(lcn) ## log2 copy number
[1] -1.08  3.17
> 
> 	## confidence scores for the genotypes are also represented on an integer scale
> 	ipr <- snpCallProbability(oligoSet)
> 	range(ipr) ## integer scale
[1]  976 7598
> 
> 	## for genotype confidence scores, the helper function i2p
> 	## converts back to a probability scale
> 	pr <- i2p(ipr)
> 	range(pr)
[1] 0.6231847 0.9994985
> 
> 	## The helper function confs is a shortcut, extracting the
> 	## integer-based confidence scores and transforming to the
> 	## probability scale
> 	pr2 <- confs(oligoSet)
> 	all.equal(pr, pr2)
[1] TRUE
> 
> 	## To extract information on the annotation of the SNPs, one can use
> 	position(oligoSet)
   [1]    846864   2234251   2925539   2936870   2951244   2951834   2973576
   [8]   3095126   3127137   3137699   3165267   3188143   3188505   3197747
  [15]   3302871   3304336   3339339   3545612   3681681   3681831   3720965
  [22]   3721318   3764216   3765424   3807388   4066680   4066781   4171786
  [29]   4173841   4315204   4342604   4377032   4477911   4478039   4559901
  [36]   4582199   4586606   4587177   4643688   4652005   4673937   4756276
  [43]   4878871   4933235   4933495   4934067   4964005   5090715   5093741
  [50]   5124859   5134631   5155309   5183925   5193026   5193116   5195371
  [57]   5233284   5233803   5233991   5237612   5247082   5247355   5253545
  [64]   5253664   5253918   5258154   5258556   5296844   5312165   5341232
  [71]   5594737   5612956   5627912   5699475   5709833   5710443   5738500
  [78]   5743737   5744921   5744963   6006572   6007446   6042934   6103047
  [85]   6343825   6376222   6380287   6732568   6764643   6764663   6896285
  [92]   6936272   6937771   6944804   7048779   7177813   7252661   7253069
  [99]   7303343   7363310   7389944   7389977   7460433   7531338   7637979
 [106]   7639308   7689389   7761001   7769478   7770132   7801288   7911099
 [113]   7929819   7930554   7938648   7961206   7961801   7961855   7999602
 [120]   8079301   8100140   8242487   8372536   8413839   8468372   8469337
 [127]   8495590   8495945   8598005   8598127   8629380   8810341   9285721
 [134]   9300747   9431223   9432390   9900163   9964708  10286358  10338598
 [141]  10342975  10353112  10387704  10387788  10398985  10459779  10463888
 [148]  10555257  10597551  10749197  10812796  10832861  10867074  10887923
 [155]  10956645  10978062  11198502  11235476  11289161  11405971  11436157
 [162]  11613163  11856378  12044164  12054030  12187130  12218812  12458797
 [169]  12740534  12740907  12837634  12852872  13842586  13963469  13992480
 [176]  13992846  14033669  14054903  14055709  14058201  14092865  14096635
 [183]  14096821  14119085  14162023  14208443  14208488  14208571  14234944
 [190]  14253566  14254667  14254750  14260562  14303756  14304168  14313480
 [197]  14320411  14345544  14352554  14360423  14364585  14364963  14365328
 [204]  14386559  14386963  14441384  14457807  14465185  14466085  14493787
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 [218]  14586394  14586542  14599959  14600354  14751476  14781984  14782380
 [225]  14782589  14786309  14804654  14805215  14812993  14857643  14888753
 [232]  14900354  14911005  15010447  15043017  15106057  15116208  15140362
 [239]  15144305  15206049  15234029  15288789  15295906  15405489  15440156
 [246]  15489817  15489884  15635500  15639581  15726791  15841742  15920454
 [253]  15988702  15993338  16255644  16257256  16279386  16585818  16619350
 [260]  16622546  16665608  16788515  16826296        NA  17398514  17412501
 [267]  17440854  17569949  17584167  17586134  17586653  17611288  17744852
 [274]  17932067  18123583  18123957  18143674  18212230  18288318  18289252
 [281]  18289481  18290341  18290895  18404179  18450167  18475441  18595426
 [288]  18611016  18669450  18678758  18685202  18707373  18803022  18881980
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 [337]  20613458  20673394  20673808  20772487  20862106  20865703  20865879
 [344]  20866328  20866699  20866735  20893965  21060356  21099691  21100916
 [351]  21155195  21213367  21220375  21220674  21221397  21324933  21330114
 [358]  21364183  21375904  21396886  21442736  21571131  21796616  21826566
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 [400]  23521340  23521835  23537555  23606001  23608812  23632553  23642023
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 [435]  24863285  24863530  24864576  24867540  25194299  25281043  25294345
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 [526]  31151452  31151500  31311418  31736800  31741577  31749315  31833706
 [533]  31855474  31993870  32114793  32168879  32378540  32887851  32889223
 [540]  33136120  33138605  33146501  33247797  33324136  33408138  33684733
 [547]  33713130  33888370  33888808  33893290  33945685  33981018  34046034
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 [568]  34229130  34229201  34233391  34240943  34250446  34265969  34282417
 [575]  34282525  34283894  34284118  34286584  34291836  34305977  34306177
 [582]  34313983  34332933  34346562  34347106  34396943  34398046  34473608
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 [603]  34670113  34680319  34754344  34755196  34783550  34783684  34813506
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 [617]  34959885  34988954  34995028  35057999  35079328  35080878  35081247
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 [631]  35224312  35230287  35231378  35269529  35270657  35270727  35368760
 [638]  35444037  35646125  35651963  35652267  35791277  35862656  35923471
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 [652]  36119364  36449304  36878024  36882201  36887333  36887462  36887485
 [659]  36887531  36909753  36914542  36914747  36915014  37027440  37088494
 [666]  37122300  37125928  37129587  37163656  37163878  37164087  37174773
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 [680]  37540176  37544223  37573251  37623674  37635504  37640551  37640634
 [687]  37642527  37643017  37714588  37724829  37724948  37725041  37782874
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 [708]  38639208  38666914  38718065  38733788  38753501  38816241  38850997
 [715]  38851673  38885449  38919423  38928492  38936584  38936977  38938091
 [722]  38952168  38952660  39120658  39123603  39164153  39248274  39248713
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 [736]  39599614  39636377  39658322  39681068  39683924  39705458  39715384
 [743]  39728964  39742869  39744607  39747639  39758955  39820963  39821737
 [750]  39892774  39895460  39896842  39906659  40069970  40096053  40136070
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 [799]  41508490  41511755  41538787  41619894  41702186  41702942  41783873
 [806]  41864364  41881922  42008521  42033410  42054782  42059822  42061181
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 [827]  42421214  42465728  42473368  42517167  42666646  42777024  42785703
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 [848]  43245427  43245560  43262673  43309548  43400113  43401499  43401829
 [855]  43440201  43440476  43508705  43602869  43616753  43669055  43670624
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 [869]  44530354  44728001  44771485  44783367  44844958  44856843  44885922
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[1002]  49937160  50049490  50068704  50161927  50190132  50282654  50574205
[1009]  50585283  50598750  50613676  50753599  50789880  50795607  50803586
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[1023]  51128777  51299597  51318005  51319346  51885148  51938099  51938848
[1030]  51939197  51955737  51962205  52015111  52015192  52221714  52234741
[1037]  52261130  52276898  52298469  52391592  52518993  52519028  52525637
[1044]  52705285  52718881  52754871  52787309  52818188  52897395  52939479
[1051]  52953766  52955458  53047593  53104038  53189816  53267280  53301876
[1058]  53361928  53414766  53458199  53460091  53461264  53523904  53526104
[1065]  53526247  53569399  53575012  53590630  53621345  53621628  53622016
[1072]  53622093  53624435  53628815  53757935  53771202  54038001  54038536
[1079]  54053788  54198206  54198318  54198562  54201278  54216654  54269087
[1086]  54289020  54289215  54300245  54300799  54330717  54349366  54350164
[1093]  54468166  54496480  54517324  54529526  54542362  54636977  54637167
[1100]  54726362  54741767  54742471  54750625  54757401  54779243  54818099
[1107]  54818354  54826187  55139618  55186686  55189185  55189499  55191644
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[1121]  55434507  55434648  55499156  55538552  55561557  55561893  55568340
[1128]  55569190  55569440  55597067  55605643  55619422  55629967  55695281
[1135]  55703272  55764106  55764492  55780821  55787758  55790861  55792722
[1142]  55792816  55793244  55793372  55796086  55796248  55803411  55835253
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[1156]  55979499  55984309  55984513  55991073  55992810  56009470  56011258
[1163]  56046320  56046405  56047603  56053042  56054865  56054928  56077367
[1170]  56090323  56140358  56158236  56163458  56163493  56163856  56196127
[1177]  56237428  56241387  56245035  56268037  56268351  56268561  56287632
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