In yeast, many cooperative TF pairs have been predicted by various algorithms in the literature. We collected 2622 PCTFPs among 143 TFs from 17 computational studies, which developed distinct algorithms to predict PCTFPs by integrating multiple data sources. The following table gives the details of these 16 computational studies.
Publication |
Data sources integrated |
Algorithm description |
The number of identified predicted cooperative TF pairs (PCTFPs) |
Banerjee and Zhang (2003) |
ChIP-chip data and gene expression data |
A TF pair is called a PCTFP if the genes bound by both TFs are more co-expressed than are the genes bound by either TF alone. |
31 |
Harbison et al. (2004) |
ChIP-chip data and promoter sequence data |
A TF pair is called a PCTFP if their binding sites co-occur more frequently within the same promoters than would be expected by chance. |
94 |
Nagamine et al. (2005) |
ChIP-chip data and PPI data |
A TF pair is called a PCTFP if the genes bound by both TFs are closer in the PPI network than are the genes bound by either TF alone. |
24 |
Tsai et al. (2005) |
ChIP-chip data and gene expression data |
A TF pair is called a PCTFP if their interaction effect (estimated using ANOVA) significantly influences the expression of genes bound by both TFs. |
18 |
Balaji et al. (2006) |
ChIP-chip data |
A TF pair is called a PCTFP if the observed number of shared target genes is higher than random expectation. |
3459 |
Chang et al. (2006) |
ChIP-chip data and gene expression data |
A stochastic system model is developed to assess TF cooperativity. |
55 |
He et al. (2006) |
ChIP-chip data and gene expression data |
The multivariate statistical method, ANOVA, is used to test whether the expression of the target genes were significantly influenced by the cooperative effect of their TFs. |
30 |
Wang (2006) |
ChIP-chip data, gene expression data, and promoter sequence data |
Pairwise mixed graphical models or Gaussian graphical models are used for identifying combinatorial regulation of transcription factors. |
14 |
Yu et al. (2006) |
ChIP-chip data and promoter sequence data |
An algorithm called Motif-PIE is developed for predicting interacting TF pairs based on the co-occurrence of their binding motifs and the distance between the motifs in promoter sequences. |
300 |
Elati et al. (2007) |
Gene expression data |
A data mining technique called LICORN is developed for deriving cooperative regulations. |
20 |
Datta and Zhao (2008) |
ChIP-chip data |
Log-linear models are used to study cooperative bindings among TFs. |
25 |
Chuang et al. (2009) |
ChIP-chip data, gene expression data and promoter sequence data |
A TF pair is called a PCTFP if the distance between their TFBSs (in the promoter of their common target genes) is significantly closer than expected by chance. |
13 |
Wang et al. (2009) |
ChIP-chip data, gene expression data, promoter sequence data, PPI data, TF-gene documented regulation data, and comparative genomic data |
A Bayesian network framework is presented to reconstruct a high-confidence whole-genome map of transcriptional cooperativity in Saccharomyces cerevisiae by integrating a comprehensive list of 15 genomic features. |
159 |
Yang et al. (2010) |
ChIP-chip data and TF knockout data |
Cooperative TF pairs are predicted by identifying the most statistically significant overlap of target genes regulated by two TFs in ChIP-chip data and TF knockout data. |
186 |
Chen et al. (2012) |
ChIP-chip data and promoter sequence data |
A method called simTFBS is developed for inferring TF-TF interactions by incorporating motif discovery as a fundamental step when detecting overlapping targets of TFs based on ChIP-chip data. |
221 |
Lai et al. (2014) |
TF-gene documented regulation data, TFBS data, and nucleosome occupancy data |
A TF pair is called a PCTFP if (i) these two TFs have a significantly higher number of common target genes than random expectation and (ii) their binding sites (in the promoters of their common target genes) tend to be co-depleted of nucleosomes in order to make these binding sites simultaneously accessible to TF binding. |
27 |
Wu and Lai (2015) |
TF binding and TF perturbation data |
A TF pair is called a PCTFP if the overlap of the targets (defined by TF binding and TF perturbation data) of these two TFs is higher than random expectation. |
50 |