Description Usage Arguments Value Author(s) Examples
Segmented regression models are fit for each gene. The number of model fits is 1 -> maxK.
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Data |
a matrix of normalized expression measurements. Rows are genes/features and columns are samples. |
tVectIn |
a numerical vector indicating the time-points or the order of samples. If it is NULL (default), then the time/order will be assumed to be equaly spaced from 1:N (N is number of samples). |
saveObject |
if TRUE then the trendy object produced will be saved to use in the Shiny app (default is FALSE). |
fileName |
the file name (and file path) to save the Trendy object, only used if saveObject=TRUE (default name is trendyOutputForShiny.RData). |
meanCut |
genes whose mean is less than MeanCut will not be considered, default is 10. |
maxK |
maximum number of breakpoints to consider. For each gene, trendy will fit maxK + 1 models containing 0 -> maxK breakpoints (1 -> (maxK + 1) segments). The model with the lowest BIC value will be selected (unless forceRsq = TRUE, see below). |
minNumInSeg |
minimum number of samples required to be within a segment. If a breakpoint model has a segment with fewer than minNumInSeg point in any segment, then the model is not considered valid. |
pvalCut |
p-value cutoff. If the p-value of a segment is greater than PvalCut, then the segment will be called as 'no change'. |
numTry |
the number of different seeds to try. If all numTry runs fail, then the linear regression (no breakpoints, one segment) model will be returned. |
keepFit |
whether to report the fitted object (default is FALSE). |
NCores |
number of cores to use, default is detectCores() - 1. |
featureNames |
optional parameter to specify an explicit subset of features/genes to fit the segmented regression model to. |
Trend: direction of each sample; -1: down, 0: no change, 1: up Slope: fitted slopes, Slope.Trend: sign of fitted slopes, Slope.Pvalue: p value of each segment, Breakpoint: estimated breakpoints, Fitted.Values: fitted values AdjustedR2: adjusted R squared value of the model Fit: fit object
Ning Leng and Rhonda Bacher
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