Methods for Function summary

Methods for function summary

# S4 method for micro_array
summary(object, nb.graph = NULL, ...)

Arguments

object	an object of class micro-array
nb.graph	(optionnal) choose the graph to plot. Displays all graphs by default.
...	additional parameters.

Examples

data(M)
summary(M)
#>  log(S/US) : P1T1   log(S/US) : P1T2     log(S/US) : P1T3   
#>  Min.   :-759.882   Min.   :-2024.5979   Min.   :-1007.748  
#>  1st Qu.: -36.758   1st Qu.:  -22.5653   1st Qu.:  -68.054  
#>  Median :   6.265   Median :    0.5759   Median :   -4.192  
#>  Mean   :  10.613   Mean   :   -6.6230   Mean   :    3.085  
#>  3rd Qu.:  74.682   3rd Qu.:   78.2516   3rd Qu.:   74.866  
#>  Max.   : 647.643   Max.   :  870.7513   Max.   : 1155.413  
#>  log(S/US) : P1T4    log(S/US) : P2T1   log(S/US) : P2T2    log(S/US) : P2T3  
#>  Min.   :-1075.637   Min.   :-790.431   Min.   :-1505.543   Min.   :-980.965  
#>  1st Qu.:  -31.538   1st Qu.: -65.394   1st Qu.:  -59.833   1st Qu.: -55.077  
#>  Median :   -2.293   Median :   2.087   Median :   -1.262   Median :  -7.144  
#>  Mean   :    9.055   Mean   :   7.791   Mean   :  -18.568   Mean   : -35.647  
#>  3rd Qu.:   75.316   3rd Qu.:  70.108   3rd Qu.:   76.908   3rd Qu.:  41.364  
#>  Max.   :  556.449   Max.   : 669.203   Max.   : 1058.385   Max.   :1114.897  
#>  log(S/US) : P2T4   log(S/US) : P3T1     log(S/US) : P3T2   log(S/US) : P3T3   
#>  Min.   :-547.117   Min.   :-1278.6158   Min.   :-624.834   Min.   :-1018.897  
#>  1st Qu.: -58.721   1st Qu.:  -42.1909   1st Qu.: -48.460   1st Qu.:  -52.456  
#>  Median :  -3.519   Median :    0.4064   Median :  -2.505   Median :   -2.026  
#>  Mean   : -24.277   Mean   :   -3.8860   Mean   : -11.950   Mean   :    5.893  
#>  3rd Qu.:  37.621   3rd Qu.:   48.4275   3rd Qu.:  33.781   3rd Qu.:   43.214  
#>  Max.   : 270.423   Max.   :  527.3972   Max.   : 576.141   Max.   : 1159.517  
#>  log(S/US) : P3T4    log(S/US) : P4T1   log(S/US) : P4T2     log(S/US) : P4T3  
#>  Min.   :-2403.703   Min.   :-683.000   Min.   :-1957.3692   Min.   :-591.460  
#>  1st Qu.:  -57.493   1st Qu.: -81.510   1st Qu.:  -39.3372   1st Qu.: -39.499  
#>  Median :   -4.529   Median :   5.102   Median :   -0.0215   Median :   2.251  
#>  Mean   :  -33.088   Mean   :  -2.034   Mean   :    2.9550   Mean   :  27.377  
#>  3rd Qu.:   51.808   3rd Qu.:  74.738   3rd Qu.:   77.1869   3rd Qu.:  62.097  
#>  Max.   :  495.014   Max.   : 454.955   Max.   :  955.0680   Max.   :1341.859  
#>  log(S/US) : P4T4   log(S/US) : P5T1   log(S/US) : P5T2    log(S/US) : P5T3  
#>  Min.   :-577.069   Min.   :-436.986   Min.   :-647.1962   Min.   :-409.347  
#>  1st Qu.: -31.924   1st Qu.: -69.809   1st Qu.: -48.5156   1st Qu.: -44.205  
#>  Median :   2.456   Median :   2.156   Median :  -0.2949   Median :  -1.056  
#>  Mean   :  29.675   Mean   :  -2.929   Mean   :   6.2300   Mean   :   6.190  
#>  3rd Qu.:  35.322   3rd Qu.:  47.462   3rd Qu.:  47.9558   3rd Qu.:  47.694  
#>  Max.   :1577.042   Max.   : 651.596   Max.   :1359.9584   Max.   : 434.178  
#>  log(S/US) : P5T4  
#>  Min.   :-188.652  
#>  1st Qu.: -33.097  
#>  Median :   1.873  
#>  Mean   :  26.740  
#>  3rd Qu.:  67.879  
#>  Max.   : 743.820