qcSSMDhomo
qcSSMDhomo implements statistically grounded quality-control criteria for homoscedastic high-throughput screening (HTS) data, addressing limitations of the traditional Z-factor by accounting for sampling error and establishing theoretical threshold criteria.
Key Features:
- Addressing Z-factor limitations: Identifies four specific issues with the traditional Z-factor: violation of the Pythagorean theorem in statistics; lack of adjustment for sampling error in HTS studies; non-existence of expectation for sample-based Z-factors; and absence of a theoretical basis for threshold criteria.
- Homoscedasticity-based QC: Introduces QC criteria under the assumption of homoscedasticity to ensure consistent variability across groups being compared.
- Sampling-error consideration: Incorporates adjustment for sampling error into the quality-control criteria for HTS assays.
- Theoretical threshold derivation: Establishes a theoretical basis for threshold criteria to replace ad hoc thresholds associated with the traditional Z-factor.
- HTS focus: Tailored specifically for quality assessment in high-throughput screening studies.
Scientific Applications:
- HTS assay quality assessment: Provides improved statistical criteria for evaluating assay quality in high-throughput screening experiments.
- CRISPR/Cas9 and siRNA screening: Demonstrated applicability in HTS studies employing CRISPR/Cas9 and siRNA technologies to improve reliability in genetic screens and related research.
Methodology:
Constructs new QC criteria by assuming homoscedasticity, addressing sampling error, and resolving statistical inconsistencies of the Z-factor (including Pythagorean theorem violations and the absence of expectation) to derive theoretical threshold criteria.
Topics
Details
- Programming Languages:
- R
- Added:
- 1/18/2021
- Last Updated:
- 1/31/2021
Operations
Publications
Zhang XD, Wang D, Sun S, Zhang H. Issues of Z-factor and an approach to avoid them for quality control in high-throughput screening studies. Bioinformatics. 2020;36(22-23):5299-5303. doi:10.1093/bioinformatics/btaa1049. PMID:33346821.