Description Usage Arguments Value Examples
Compute statistics (MIC and normalized TIC) between each pair of the two
collections of variables (convenience function).
If n and m are the number of variables in X and Y respectively, then the
statistic between the (row) i (for X) and j (for Y) is stored in mic[i, j]
and tic[i, j]
.
1 |
x |
Numeric Matrix of m-by-n with n variables and m samples. |
y |
Numeric Matrix of m-by-p with p variables and m samples. |
alpha |
number (0, 1.0] or >=4 if alpha is in (0,1] then B will be max(n^alpha, 4) where n is the number of samples. If alpha is >=4 then alpha defines directly the B parameter. If alpha is higher than the number of samples (n) it will be limited to be n, so B = min(alpha, n). |
C |
number (> 0) determines how many more clumps there will be than columns in every partition. Default value is 15, meaning that when trying to draw x grid lines on the x-axis, the algorithm will start with at most 15*x clumps. |
est |
string ("mic_approx", "mic_e") estimator. With est="mic_approx" the original MINE statistics will be computed, with est="mic_e" the equicharacteristic matrix is is evaluated and MIC_e and TIC_e are returned. |
list of two elements: MIC: the MIC statistic matrix (n x p). TIC: the normalized TIC statistic matrix (n x p).
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