Regular flow data
marker <- 'CD3'
chnl <- chnls[1]
data distribution on CD3
data <- exprs(fr[, chnl])
den <- density(data, adjust = 2)
plot(den, main = paste("raw flow", marker, sep = ":"))

- high value at 4.9653072 decade
- neg value at -3.6467819 decade
Estimated logicle
trans <- estimateLogicle(fr, channels = chnl)
sapply(c("t","m", "a", "w"), function(param)as.numeric(format(as.vector(environment(trans@transforms[[chnl]]@f)[[param]]), digits = 2)))
## t m a w
## 261590.00 4.50 0.00 0.47
Nice bi-mode for mindensity to work with
g <- mindensity(fr_trans, chnl)
plot(den, main = paste("transformed flow", marker, sep = ":"))
abline(v = g@min, col = "red")

marker <- 'IFNg'
chnl <- chnls[2]
data distribution on IFNg
data <- exprs(fr[, chnl])
den <- density(data, adjust = 2)
plot(den, main = paste("raw flow", marker,sep = ":"))

- high value at 4.8270643 decade
- neg value at -3.4868342 decade
Estimated logicle
trans <- estimateLogicle(fr, channels = chnl)
sapply(c("t","m", "a", "w"), function(param)as.numeric(format(as.vector(environment(trans@transforms[[chnl]]@f)[[param]]), digits = 2)))
## t m a w
## 261590.00 4.50 0.00 0.62
Nice one-mode data for tailgate
g <- tailgate(fr_trans, chnl)
plot(den, main = paste("transformed flow", marker,sep = ":"))
abline(v = g@min, col = "red")

CyTOF data
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marker <- 'CD3'
chnl <- chnls[1]
data distribution on CD3
data <- exprs(fr[, chnl])
den <- density(data, adjust = 2)
plot(den, main = paste("raw cytof", marker,sep = ":"))

- high value at 4.4361783 decade
- low at -0.0623533 decade
Estimated logicle
trans <- estimateLogicle(fr, channels = chnl)
sapply(c("t","m", "a", "w"), function(param)as.numeric(format(as.vector(environment(trans@transforms[[chnl]]@f)[[param]]), digits = 2)))
## t m a w
## 2.73e+04 4.50e+00 0.00e+00 4.80e-02
t is top value of instrument which is the same as actual data in this case
m is hard-coded value (one decade less than the actual data range)
Not so great for mindensity
g <- mindensity(fr_trans, chnl)
plot(den, main = paste("transformed cytof", marker,sep = ":"))
abline(v = g@min, col = "red")

- Q: Is the first peak (near
0) the real neg pop or the one at 0.5?
increase linearization
w <- 0.1
fr_trans <- transform(fr, transformList(chnl, logicleTransform(w = w, t = 2650, m = 4.5)))
data <- exprs(fr_trans[, chnl])
den <- density(data, adjust = 2)
g <- mindensity(fr_trans, chnl)
plot(den, main = paste("transformed cytof", marker,sep = ":"), xlab = paste("w increased from 0.05 to",w))
abline(v = g@min, col = "red")

marker <- 'IFNg'
chnl <- chnls[2]
data distribution on IFNg
data <- exprs(fr[, chnl])
den <- density(data, adjust = 2)
plot(den, main = paste("raw cytof", marker,sep = ":"))

- high at 3.4233612 decade
- low at -0.0635091 decade
Estimated logicle
trans <- estimateLogicle(fr, channels = chnl)
sapply(c("t","m", "a", "w"), function(param)as.numeric(format(as.vector(environment(trans@transforms[[chnl]]@f)[[param]]), digits = 2)))
## t m a w
## 2650.00 4.50 0.00 0.55
Not so clean for tailgate either
g <- tailgate(fr_trans, chnl)
plot(den, main = paste("transformed cytof", marker,sep = ":"))
abline(v = g@min, col = "red")

increase linearization
w <- 1.2
fr_trans <- transform(fr, transformList(chnl, logicleTransform(w = w, t = 2650, m = 4.5)))
data <- exprs(fr_trans[, chnl])
den <- density(data, adjust = 2)
g <- tailgate(fr_trans, chnl)
plot(den, main = paste("transformed cytof", marker,sep = ":"), xlab = paste("w increased from 0.55 to",w))
abline(v = g@min, col = "red")
