英文:
How to plot three variables simultenously on a y-axis?
问题
假设数据如下：
structure(list(Y = c(0.428559988737106, 0.429479986429214, 0.430400013923645,
0.431320011615753, 0.432240009307861, 0.433160006999969, 0.434080004692078,
0.435000002384186, 0.435920000076294, 0.436839997768402, 0.43775999546051,
0.438679993152618, 0.439599990844727, 0.440889984369278, 0.442179977893829,
0.443470001220703, 0.444759994745255, 0.446049988269806, 0.44734001159668,
0.448630005121231, 0.449919998645783, 0.451209992170334, 0.452499985694885,
0.453790009021759, 0.45508000254631, 0.456369996070862, 0.457660019397736,
0.458950012922287, 0.460240006446838, 0.46152999997139, 0.462819993495941,
0.464110016822815, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.463084220886231, 0.460768431425095,
0.458452641963959), fit.0.025quant = c(0.422946532356816, 0.423859589987584,
0.424773170010371, 0.425687180462195, 0.426601620221918, 0.427516460674572,
0.428431675138512, 0.429347238730514, 0.430263128223136, 0.431179321889862,
0.432095799339629, 0.433012584268335, 0.433929618889501, 0.435213817782259,
0.436498222018218, 0.437782832636857, 0.439067562870951, 0.440352415386009,
0.441637393515729, 0.442922412496949, 0.444207476706236, 0.445492522830037,
0.446777562490253, 0.44806259832147, 0.44934754422001, 0.450632402490787,
0.451917174996901, 0.453201774312925, 0.454486200865493, 0.4557704245195,
0.457054413934522, 0.458338170645985, 0.459621596773654, 0.459625438742148,
0.459628966835677, 0.459632200875605, 0.459635158902508, 0.459637857298661,
0.459640310890083, 0.459642533037703, 0.459644535714284, 0.459646336523744,
0.459647938374518, 0.459649349959959, 0.459650578825532, 0.459651631418086,
0.459652513126568, 0.459653228310758, 0.459653780320366, 0.459654171509572,
0.459654403235285, 0.459654473761697, 0.459654384395954, 0.457357597211507,
0.455060735132515, 0.452763900735961), fit.mean = c(0.428653603470484,
0.429567214471664, 0.430481317762278, 0.431395821864613, 0.432310726444749,
0.433226003808808, 0.434141628303595, 0.435057576149119, 0.435973825277488,
0.436890355173261, 0.437807146718039, 0.438724218939259, 0.43964152075837,
0.440926264556075, 0.442211197789549, 0.443496323806796, 0.444781558088095,
0.446066905624984, 0.447352372087361, 0.448637874997017, 0.449923421130719,
0.45120895227391, 0.452494479792814, 0.45378000880127, 0.455065455700345,
0.456350825454543, 0.457636122675476, 0.458921262713308, 0.460206248961549,
0.461491054364285, 0.462775650818992, 0.464060042754092, 0.465344136369851,
0.465347594951185, 0.46535077222893, 0.465353686025822, 0.465356352598272,
0.465358786745413, 0.465361001901007, 0.465363010216649, 0.465364822633452,
0.465366455065129, 0.465367910505214, 0.465369197065295, 0.465370321881327,
0.465371291165096, 0.465372110249922, 0.465372783627849, 0.465373314980696,
0.465373707210119, 0.465373962457108, 0.465374080253461, 0.465374063033422,
0.463075461498896, 0.460776819782887, 0.458478232829962), fit.0.975quant = c(0.434381210872151,
0.435293976875512, 0.436207305430996, 0.437121098687015, 0.438035350599593,
0.438950028415768, 0.439865101960617, 0.440780543401138, 0.441696327031761,
0.442612429074908, 0.443528827501262, 0.444445541791781, 0.445362515454957,
0.446646650033882, 0.447930999335083, 0.449215563301874, 0.45050025427738,
0.45178507421198, 0.453070025890139, 0.454355024171962, 0.455640073256932,
0.456925106403825, 0.458210138137735, 0.459495170697094, 0.460780117757596,
0.462064981536293, 0.463349763916868, 0.464634377588866, 0.465918823187519,
0.467203070879784, 0.468487089727734, 0.469770881701595, 0.471054349602363,
0.47105817885652, 0.471061698562378, 0.471064928325515, 0.471067886073608,
0.47107058817351, 0.471073049531015, 0.471075283682615, 0.471077302876126,
0.471079124931948, 0.471080753390393, 0.471082197532489, 0.471083465628186,
0.471084565001098, 0.471085502089176, 0.471086282498541, 0.471086911053448,
0.471087391848884, 0.471087728296054, 0.471087921067452, 0.471087974337733,
0.468791320009923, 0.466494651365661, 0.464198076054834)), row.names = 57:112, class = "data.frame")
绘图代码如下：
plot <- ggplot(df, aes(x = Y, y = fit.mean)) + geom_point() + xlab("观测值") + ylab("拟合值")
问题是：
这段代码只在y轴上绘制了"fit.mean"变量。如果我想同时在y轴上绘制三个变量："fit.mean"、"fit.0.025quant"和"fit.0.975quant"，你们认为这是否可能？
英文:
Suppose the data is:
structure(list(Y = c(0.428559988737106, 0.429479986429214, 0.430400013923645,
0.431320011615753, 0.432240009307861, 0.433160006999969, 0.434080004692078,
0.435000002384186, 0.435920000076294, 0.436839997768402, 0.43775999546051,
0.438679993152618, 0.439599990844727, 0.440889984369278, 0.442179977893829,
0.443470001220703, 0.444759994745255, 0.446049988269806, 0.44734001159668,
0.448630005121231, 0.449919998645783, 0.451209992170334, 0.452499985694885,
0.453790009021759, 0.45508000254631, 0.456369996070862, 0.457660019397736,
0.458950012922287, 0.460240006446838, 0.46152999997139, 0.462819993495941,
0.464110016822815, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.465400010347366, 0.465400010347366,
0.465400010347366, 0.465400010347366, 0.463084220886231, 0.460768431425095,
0.458452641963959), fit.0.025quant = c(0.422946532356816, 0.423859589987584,
0.424773170010371, 0.425687180462195, 0.426601620221918, 0.427516460674572,
0.428431675138512, 0.429347238730514, 0.430263128223136, 0.431179321889862,
0.432095799339629, 0.433012584268335, 0.433929618889501, 0.435213817782259,
0.436498222018218, 0.437782832636857, 0.439067562870951, 0.440352415386009,
0.441637393515729, 0.442922412496949, 0.444207476706236, 0.445492522830037,
0.446777562490253, 0.44806259832147, 0.44934754422001, 0.450632402490787,
0.451917174996901, 0.453201774312925, 0.454486200865493, 0.4557704245195,
0.457054413934522, 0.458338170645985, 0.459621596773654, 0.459625438742148,
0.459628966835677, 0.459632200875605, 0.459635158902508, 0.459637857298661,
0.459640310890083, 0.459642533037703, 0.459644535714284, 0.459646336523744,
0.459647938374518, 0.459649349959959, 0.459650578825532, 0.459651631418086,
0.459652513126568, 0.459653228310758, 0.459653780320366, 0.459654171509572,
0.459654403235285, 0.459654473761697, 0.459654384395954, 0.457357597211507,
0.455060735132515, 0.452763900735961), fit.mean = c(0.428653603470484,
0.429567214471664, 0.430481317762278, 0.431395821864613, 0.432310726444749,
0.433226003808808, 0.434141628303595, 0.435057576149119, 0.435973825277488,
0.436890355173261, 0.437807146718039, 0.438724218939259, 0.43964152075837,
0.440926264556075, 0.442211197789549, 0.443496323806796, 0.444781558088095,
0.446066905624984, 0.447352372087361, 0.448637874997017, 0.449923421130719,
0.45120895227391, 0.452494479792814, 0.45378000880127, 0.455065455700345,
0.456350825454543, 0.457636122675476, 0.458921262713308, 0.460206248961549,
0.461491054364285, 0.462775650818992, 0.464060042754092, 0.465344136369851,
0.465347594951185, 0.46535077222893, 0.465353686025822, 0.465356352598272,
0.465358786745413, 0.465361001901007, 0.465363010216649, 0.465364822633452,
0.465366455065129, 0.465367910505214, 0.465369197065295, 0.465370321881327,
0.465371291165096, 0.465372110249922, 0.465372783627849, 0.465373314980696,
0.465373707210119, 0.465373962457108, 0.465374080253461, 0.465374063033422,
0.463075461498896, 0.460776819782887, 0.458478232829962), fit.0.975quant = c(0.434381210872151,
0.435293976875512, 0.436207305430996, 0.437121098687015, 0.438035350599593,
0.438950028415768, 0.439865101960617, 0.440780543401138, 0.441696327031761,
0.442612429074908, 0.443528827501262, 0.444445541791781, 0.445362515454957,
0.446646650033882, 0.447930999335083, 0.449215563301874, 0.45050025427738,
0.45178507421198, 0.453070025890139, 0.454355024171962, 0.455640073256932,
0.456925106403825, 0.458210138137735, 0.459495170697094, 0.460780117757596,
0.462064981536293, 0.463349763916868, 0.464634377588866, 0.465918823187519,
0.467203070879784, 0.468487089727734, 0.469770881701595, 0.471054349602363,
0.47105817885652, 0.471061698562378, 0.471064928325515, 0.471067886073608,
0.47107058817351, 0.471073049531015, 0.471075283682615, 0.471077302876126,
0.471079124931948, 0.471080753390393, 0.471082197532489, 0.471083465628186,
0.471084565001098, 0.471085502089176, 0.471086282498541, 0.471086911053448,
0.471087391848884, 0.471087728296054, 0.471087921067452, 0.471087974337733,
0.468791320009923, 0.466494651365661, 0.464198076054834)), row.names = 57:112, class = "data.frame")
The code to plot it is:
plot <- ggplot(df,
aes(x = Y, y = fit.mean)) + geom_point() + xlab("Observed values") + ylab("Fitted values")
The question is:
The code plots only "fit.mean" variable on a y-axis. What if I want to plot three variables simultenously on a y-axis: "fit.mean", "fit.0.025quant" and "fit.0.975quant". Do you guys think it is possible?
答案1
得分: 2
也许我忽略了一个明显的问题，但有几种可能的方法之一是：
ggplot(df, aes(x = Y, y = fit.mean)) +
geom_point() +
xlab("观测值") +
ylab("拟合值") +
geom_point(aes(x = Y, y = fit.0.975quant)) +
geom_point(aes(x = Y, y = fit.0.025quant))
英文:
Maybe I‘m missing an obvious problem, but one of several possible ways to do this would be:
ggplot(df, aes(x = Y, y = fit.mean)) +
geom_point() +
xlab("Observed values") +
ylab("Fitted values") +
geom_point(aes(x = Y, y = fit.0.975quant)) +
geom_point(aes(x = Y, y = fit.0.025quant))
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