Stepgram
Stepgram detects DNA copy-number aberrations from array-based comparative genomic hybridization (aCGH) data to identify genomic amplifications and deletions relevant to cancer genomics.
Key Features:
- High-Resolution Analysis: Processes microarray fluorescence ratios from BACs, cDNA, or oligonucleotide probes to map DNA copy-number changes at high resolution.
- Statistical Framework: Formulates DNA copy-number analysis as optimization problems over real-valued signal vectors to identify significant biological structures by maximizing mathematical functions of signal intensity and interval size.
- Optimization Algorithm: Implements a linear-time approximation scheme with time complexity O(n epsilon^{-2}) that identifies intervals maximizing phi(I) = Sigmanu(i)/sqrt(|I|) within a multiplicative factor alpha(epsilon) of the optimum as epsilon approaches zero.
- Performance Enhancement: Reduces computational cost by orders of magnitude compared to naive quadratic approaches through algorithmic optimizations.
- Benchmarking and Validation: Algorithms have been benchmarked using synthetic data and publicly available DNA copy-number datasets.
Scientific Applications:
- Aberration Detection: Detects copy-number aberrations within single aCGH samples to pinpoint amplifications and deletions.
- Common Alteration Identification: Identifies common alterations across fixed sets or subsets of samples, enabling detection of shared genomic changes such as those observed in breast cancer.
Methodology:
Transforms aCGH-derived copy-number signals into optimization problems over real-valued vectors and applies a linear-time approximation scheme to maximize the interval scoring function phi(I) = Sigmanu(i)/sqrt(|I|) with time complexity O(n epsilon^{-2}).
Topics
Details
- Tool Type:
- desktop application
- Operating Systems:
- Windows
- Added:
- 12/18/2017
- Last Updated:
- 11/25/2024
Operations
Publications
Lipson D, Aumann Y, Ben-Dor A, Linial N, Yakhini Z. Efficient Calculation of Interval Scores for DNA Copy Number Data Analysis. Journal of Computational Biology. 2006;13(2):215-228. doi:10.1089/cmb.2006.13.215. PMID:16597236.
PMID: 16597236