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R 生物时程数据的热图_R_Ggplot2_Hierarchical Clustering_Hclust - Fatal编程技术网

R 生物时程数据的热图

R 生物时程数据的热图,r,ggplot2,hierarchical-clustering,hclust,R,Ggplot2,Hierarchical Clustering,Hclust,下面的数据显示了我的数据集中差异表达基因的一个子集。这些基因在整个时间过程中都在发生很大的变化。在热图中显示这些变化的最佳方式是什么? 目前,我使用了时间聚类,但这没有意义,因为时间点的顺序发生了变化 data <- scale(t(data)) ord <- hclust( dist(data, method = "euclidean"), method = "ward.D" )$order ord pd <- as.data.frame( data ) pd$Time &l

下面的数据显示了我的数据集中差异表达基因的一个子集。这些基因在整个时间过程中都在发生很大的变化。在热图中显示这些变化的最佳方式是什么? 目前,我使用了时间聚类,但这没有意义,因为时间点的顺序发生了变化

data <- scale(t(data))
ord <- hclust( dist(data, method = "euclidean"), method = "ward.D" )$order
ord
pd <- as.data.frame( data )
pd$Time <- sub("_.*", "", rownames(pd))
pd.m <- melt( pd, id.vars = "Time", variable.name = "Gene" )
pd.m$Gene <- factor( pd.m$Gene, levels = colnames(data), labels = seq_along(      colnames(data)))
pd.m$Time <- factor( pd.m$Time, levels = rownames(data)[ord],  labels = c("0h", "0.25h", "0.5h","1h","2h","3h","6h","12h","24h","48h") )
ggplot( pd.m, aes(Time, Gene) ) +
geom_tile(aes(fill = value)) +
scale_fill_gradient2(low=muted("blue"), high=muted("red"))+
theme_bw(base_size=35)


>data


         T0h            T0.25h          T0.5h           T1h             T2h           T3h              T6h            T12h             T24h            T48h
Zfp36   1.4865812288    2.6043878378    4.8689927391    4.1300412283    0.7450087968    0.7713905325    0.8124991048    0.8125375813    0.8485126972    1.1435088656
Zfp280b 0.9944961671    1.0700016622    1.0103583427    1.1964824049    1.7168366859    2.0090685521    3.032261758 3.1992004436    2.8816123816    2.9532484654
Wnt10a  0.9666023491    1.0162380083    0.9614756075    0.9030372853    0.7296350831    0.5100091305    0.3281906511    0.1929538685    0.3161538323    0.4472075971
Tubb6   0.773026973 0.6863716312    1.0567880048    1.2530635772    1.8387545499    1.798876894 1.9228454894    2.1432050761    3.3566166185    4.4095121951
Traf1   0.9176444999    1.021628435 1.0986947079    1.7444983776    3.438084831 3.224964476 3.995648176 2.3820049673    3.9615498278    3.8126049821
Tnnt2   1.0469740386    1.0943645555    1.1985950576    1.1656448198    1.3443223506    1.4115769544    2.5978415439    5.1319084185    9.8189312038    9.457881731
Tnni1   0.9864693701    1.0785384292    1.1476357238    1.0349459833    1.567381317 2.2025710419    3.4358495267    5.103047655 9.985488919 20.0192136587
Tnfrsf4 1.2492930798    1.0162603212    0.9605667001    0.9468147908    1.6461500799    1.594368932 2.0316281031    2.4524863296    9.2491614825    28.3656565537
Tnfaip3 1.2442369707    1.3314047193    3.6147375395    7.7354847705    2.6055600198    1.921362861 1.6675192174    1.6919707466    2.9086955296    1.8126504397
Tmsb15l 1.0437754712    1.5097793496    0.9964473482    0.9451662922    0.9946716693    1.0881863157    2.5481610656    4.578915281 9.6648576979    7.7858353113
Tmsb15b1    1.4689646936    1.0970619838    1.0543473567    0.9996272565    0.7878169695    1.1232652928    1.5810437179    3.5429329874    5.3806633953    4.7922381632
Tgfbr1  1.0575736219    1.0762901809    1.050321571 1.0055099796    1.3902478839    2.1355628325    1.9951348253    2.2676079884    2.3157728453    1.589314888
Tcf7    0.9186328927    1.3113061292    1.1304477795    0.9620289023    1.2755503226    1.6071567601    3.9608176211    7.5981324706    16.8025400932   11.8166138542
Tbc1d4  1.0514882242    1.1565754337    1.0985017304    1.3477676003    1.8445440671    2.3163671771    4.1501027841    7.7829729056    15.9883991423   9.8701882178
Stx7    1.0583686828    1.1959983862    1.0899016216    0.9756041294    1.0718347332    1.2894210564    2.0716932521    2.8584645772    2.9309124833    1.9368737651
Stat5a  0.622421436 1.2521011743    1.0890858469    1.1310147162    3.2359526598    6.261309674 4.7429003302    6.5539420691    4.030914972 3.2573424026
Stat1   1.0515240236    1.061443807 1.0102023121    1.294762475 1.7174431097    1.9247333419    2.5372727928    2.8181673501    4.1226857746    3.9881069864
Snora43 1.0456584952    0.637303406 0.4244687671    0.534207782 1.1080780771    0.4979388136    0.7182666819    0.8479585974    0.527605895 0.4454108518
Snora17 1.3668421991    0.4191899548    1.3344891971    0.7605709565    0.524177884 0.0685795565    0.4258424626    0.9716807859    1.0057806377    0.3370142736
Smim3   1.1147162   1.1074677495    1.0727113328    2.0634746855    2.3686930467    2.6375777601    3.4050944877    3.2762517395    3.117333758 2.1349005833
Slfn2   0.9734016936    0.8843688943    1.2054198469    2.2124164999    3.5752356576    3.166019186 1.8238585775    1.1366382465    1.2227102787    1.2364190381
Slc31a2 1.0410994382    1.0986653942    1.0315848391    1.0187033707    1.9513304164    2.3268717859    3.3292186817    2.9822086017    4.4204752548    5.2098934767
Slc2a6  0.983239298 0.9374693065    1.0584895405    0.8965611911    1.414544752 1.7199248254    3.7959318834    5.0964959369    6.4818150501    3.9822057745
Sik1    0.9325762509    1.1444413482    1.4482955438    2.9840642789    1.9395469378    1.8732216597    1.8568949551    1.3288510767    2.5299688789    1.9844465836
Samsn1  1.1025210084    1.2018873338    1.1709091433    1.4264952662    3.4340577537    3.2225597653    3.4763743131    2.9845601436    3.9763520761    4.3593453909
Rpl35a  1.3612486578    1.3138228005    1.4851049083    1.365775112 1.0658495107    1.1957021314    1.0383633938    1.1635873539    1.2068327983    1.1114226948
Rnf24   1.0481455978    0.9843012465    0.9766833202    2.8101081895    4.3449285295    3.4819045146    2.9533494556    3.2399315529    4.8043257117    4.6027138104
Rnf19b  0.9825699431    1.1572674659    1.6142324793    4.4559780259    6.2028815276    5.2901600077    7.1300136799    9.8172970292    11.2631004948   7.9485767529
Rhof    0.9617198024    0.8346538473    1.082632788 1.5272740126    2.2429413199    2.2529688429    2.0781265694    1.5635142555    1.5837230158    1.8384527521
Rhob    1.0503455128    1.3516933203    1.5627471133    1.6921539751    1.3248423504    1.1680815599    1.1715931918    1.1635789649    1.7950699546    2.0622614847
Rab27a  1.06700291  1.166797397 1.0183202477    1.0608133391    1.070299815 1.1137665866    2.1832486646    2.5072311162    3.3523224479    4.2658624198
Rab21   1.089920477 1.0830468487    1.0365556777    1.1241175934    1.125720552 1.0408736284    1.672449883 1.856593373 2.319063034 2.2512076227

数据请将您的问题编辑为特定的编程问题。“在热图中显示这些变化的最佳方式是什么?”这一点太模糊和主观了。只对基因进行聚类,而不是对时间点进行聚类如何?例如:
热图(如.matrix(data),Colv=NA)
。或者使用从红色到蓝色的颜色渐变:
library(RColorBrewer);热图(如.matrix(data),Colv=NA,col=colorrmppalete(brewer.pal(11,“RdBu”))(50))
@JTT我们已经反复提出了这个问题: