activity
20102015
most citedEquitability Analysis of the Maximal Information Coefficient, with Comparisons

70 citations · 154 across the 6 of their papers we have counts for

collaborators

7 papers

stat.ME2015★ 11 cited

An Empirical Study of Leading Measures of Dependence

David N. Reshef, Yakir A. Reshef, Pardis C. Sabeti +1

In exploratory data analysis, we are often interested in identifying promising pairwise associations for further analysis while filtering out weaker, less interesting ones. This ca…

math.ST2015

Equitability, interval estimation, and statistical power

Yakir A. Reshef, David N. Reshef, Pardis C. Sabeti +1

For analysis of a high-dimensional dataset, a common approach is to test a null hypothesis of statistical independence on all variable pairs using a non-parametric measure of depen…

stat.ME2015★ 62 cited

Measuring dependence powerfully and equitably

Yakir A. Reshef, David N. Reshef, Hilary K. Finucane +2

Given a high-dimensional data set we often wish to find the strongest relationships within it. A common strategy is to evaluate a measure of dependence on every variable pair and r…

stat.ME2014★ 10 cited

Theoretical Foundations of Equitability and the Maximal Information Coefficient

Yakir A. Reshef, David N. Reshef, Pardis C. Sabeti +1

The maximal information coefficient (MIC) is a tool for finding the strongest pairwise relationships in a data set with many variables (Reshef et al., 2011). MIC is useful because…

cs.LG2013★ 70 cited

Equitability Analysis of the Maximal Information Coefficient, with Comparisons

David Reshef, Yakir Reshef, Michael Mitzenmacher +1

A measure of dependence is said to be equitable if it gives similar scores to equally noisy relationships of different types. Equitability is important in data exploration when the…

cs.DS2010★ 1 cited

Comparing Pedigree Graphs

Bonnie Kirkpatrick, Yakir Reshef, Hilary Finucane +3

Pedigree graphs, or family trees, are typically constructed by an expensive process of examining genealogical records to determine which pairs of individuals are parent and child.…