COCAS

COCAS performs normalization and analysis of Chromatin immunoprecipitation microarray (ChIP-on-chip) data, optimized for Agilent microarrays scanned with an Agilent scanner, to correct unknown proportionality constants between measured intensities and mRNA copy numbers and enable accurate cross-array comparisons.


Key Features:

  • Normalization Methodology: Addresses the unknown constant of proportionality between measured intensities and the number of mRNA copies per cell to improve comparisons across arrays.
  • Centralization Technique: Implements a biologically motivated two-step centralization normalization to provide robust and consistent scaling across samples.
  • Pairwise Quotient Estimation: Estimates the quotient of proportionality constants for each pair of arrays as the first step of centralization.
  • Optimal Scaling Computation: Computes an optimally consistent scaling from the matrix of pairwise quotients to derive uniform normalization factors.

Scientific Applications:

  • Genomic research: Supports ChIP-on-chip experiments requiring precise quantification and comparison of chromatin interactions.
  • Gene regulation studies: Enables comparison of binding or enrichment profiles relevant to analyses of transcriptional regulation.
  • Epigenetic and chromatin modification analysis: Facilitates investigations of epigenetic modifications and chromatin state mapping using Agilent ChIP-on-chip data.

Methodology:

Centralization two-step normalization consisting of pairwise estimation of quotients between array proportionality constants followed by computation of an optimally consistent scaling from the pairwise-quotient matrix.

Topics

Details

Tool Type:
desktop application
Operating Systems:
Linux, Windows, Mac
Programming Languages:
R, Java
Added:
12/18/2017
Last Updated:
12/14/2018

Operations

Publications

Zien A, Aigner T, Zimmer R, Lengauer T. Centralization: a new method for the normalization of gene expression data. Bioinformatics. 2001;17(suppl_1):S323-S331. doi:10.1093/bioinformatics/17.suppl_1.s323. PMID:11473024.

Documentation

Links