我想一个graphNEL
图形转换为network
图的graphNEL图。转换为网络图
下面是使用topGO
的vignette
我的例子:
library(topGO)
library(ALL)
data(ALL)
data(geneList)
affyLib <- paste(annotation(ALL),"db",sep= ".")
library(package=affyLib,character.only=TRUE)
topgo.obj <- new("topGOdata",description="Simple session",ontology="BP",allGenes=geneList,geneSel=topDiffGenes,nodeSize=10,annot=annFUN.db,affyLib=affyLib)
topgo.graph <- attr(topgo.obj,"graph")
,并试图topgo.graph
转换为一个网络,通过intergraph
library(network)
library(sna)
library(scales)
library(igraph)
library(intergraph)
topgo.igraph <- graph_from_graphnel(topgo.graph,name=TRUE,weight=TRUE,unlist.attrs=TRUE)
最后
topgo.network <- asNetwork(topgo.igraph,amap=attrmap())
抛出这个错误:
Error in as.data.frame.default(x[[i]], optional = TRUE) :
cannot coerce class ""environment"" to a data.frame
当我尝试这与intergraph
的例子:
asNetwork(exIgraph)
它工作正常 而据我可以告诉exIgraph
和topgo.igraph类似于:
> exIgraph
IGRAPH D--- 15 11 --
+ attr: label (v/c), label (e/c)
+ edges:
[1] 2-> 1 3-> 1 4-> 1 5-> 1 6-> 7 8-> 9 10->11 11->12 12->13 13->14 14->12
> topgo.igraph
IGRAPH DNW- 1017 2275 --
+ attr: name (v/c), genes (v/x), weight (e/n)
+ edges (vertex names):
[1] GO:0000003->GO:0008150 GO:0000070->GO:0000278 GO:0000070->GO:0007067 GO:0000070->GO:1903047 GO:0000070->GO:0000819
[6] GO:0000075->GO:0022402 GO:0000077->GO:0031570 GO:0000077->GO:0006974 GO:0000079->GO:1904029 GO:0000079->GO:0071900
[11] GO:0000082->GO:0044772 GO:0000082->GO:0044843 GO:0000086->GO:0000278 GO:0000086->GO:0044772 GO:0000086->GO:0044839
[16] GO:0000122->GO:0006357 GO:0000122->GO:0045892 GO:0000122->GO:0006366 GO:0000165->GO:0035556 GO:0000165->GO:0023014
[21] GO:0000187->GO:0032147 GO:0000187->GO:0043406 GO:0000209->GO:0016567 GO:0000226->GO:1902589 GO:0000226->GO:0007010
[26] GO:0000226->GO:0007017 GO:0000278->GO:0007049 GO:0000280->GO:0048285 GO:0000302->GO:0006979 GO:0000302->GO:1901700
[31] GO:0000723->GO:0006259 GO:0000723->GO:0032200 GO:0000723->GO:0060249 GO:0000819->GO:1902589 GO:0000819->GO:0098813
[36] GO:0000819->GO:0051276 GO:0000902->GO:0032989 GO:0000910->GO:0022402 GO:0000910->GO:0051301 GO:0001501->GO:0048731
+ ... omitted several edges
任何理念?