Splet14. feb. 2024 · Even though Pearson correlation coefficient (PCC) has been widely used to construct functional brain networks in the previous studies, it was mainly sensitive to linear associations. Therefore, maximal information coefficient (MIC) was first utilized to make up this weakness of PCC to construct electroencephalography (EEG) connectivity in the ... Spletinformation does not satisfy the heuristic notion of equitability. After formalizing this notion, the authors also introduce a new statistic called the “maximal information coefficient” …
Equitability, mutual information, and the maximal information coefficient
Splet12. jan. 2024 · The maximum information coefficient is based on information and mutual information theories , and it can better measure the linear and nonlinear relationship between variables by dividing the data interval with grid . The maximum mutual information coefficient is a standard to determine the correlation between two variables. SpletBackground: The main obstacle encountered in microarray technology is how to mine the valuable information under the profiles and study the genes function. Objective: Maximal information coefficient (MIC) is a novel, non-parametric statistic that has been successfully applied to genome-wide association studies and differentially gene and miRNA … how to download net software
RapidMic: Rapid Computation of the Maximal Information Coefficient
Splet16. jun. 2015 · See the supplementary material of the Science paper here. MAS: which measures the deviation from monotonicity. MEV: which measures if the relationship is functional (similar to MIC but only 2 bins for either X or Y are used, probably this approach would interfere with equitability) MCN: which measures the complexity of the … Splet14. mar. 2014 · Look, we mathematically prove that Reshef et al.’s definition of statistical “equitability” cannot be satisfied; we replace it with an alternative definition that is … SpletThe maximal element value of the matrix is the maximal information coefficient (MIC). The specific definition of MIC is as follows. Definition 1 The data set is D ⊂ R 2 and the grid is x ×y where x, y are positive integers. The probability distribution is D G and then the maximum mutual information is as Formula (1). leather farming gw2