Inhibited subset of KCs in switch mode/yaw torque paradigm
MB417B -> α’/β’ap, α’/β’m, α/βs, α/βp
MB463B -> α’/β’ap
MB371B -> α/βp
Flight Duration
TntG expression
TntE expression
Three Groups Example
Pseudocode of the statical analysis with three groups according to the group descriptions.
# If n. of groups = 3 and n. of unique descriptions = 2, then perform
# the statistical analysis between singleton and each doubleton group.
# Else if n. of groups = 3 and descriptions are all identical/different,
# then perform the statistical analysis between each one of them.if (NofGroups==3 & length(unique(groupdescriptions))==2) {
statistical_analysis(singleton, doubleton_1)
statistical_analysis(singleton, doubleton_2)
plot_results
} else {
statistical_analysis(group_1, group_2)
statistical_analysis(group_1, group_3)
statistical_analysis(group_2, group_3)
plot_results
}
wtb (control), mut_2 (experimental)
Three groups issue
if(NofGroups == 3 & length(unique(groupdescriptions))==2){
doubleton <- list()
singleton <- list()
if (groupdescriptions[1] == groupdescriptions[2]) {
doubleton = c(unique(groupdescriptions[1], groupdescriptions[2]),
groupnames[1], groupnames[2])
singleton = c(groupdescriptions[3], groupnames[3])
} else if (groupdescriptions[2] == groupdescriptions[3]) {
doubleton = c(unique(groupdescriptions[2], groupdescriptions[3]),
groupnames[2], groupnames[3])
singleton = c(groupdescriptions[1], groupnames[1])
} else {
doubleton = c(unique(groupdescriptions[1], groupdescriptions[3]),
groupnames[1], groupnames[3])
singleton = c(groupdescriptions[2], groupnames[2])
}
}Given three descriptions, splits them into three variables. Two out of three of these are the same while the other is not: the single set to be compared to the two “identical” sets is emplaced in the singleton list while the other two sets are emplaced in the doubleton list.
