SCFG Structural Entropy
SCFG Structural Entropy computes Shannon entropy of RNA secondary-structure ensembles using stochastic context-free grammars to quantify ensemble diversity and the probability distributions of alternative equilibrium structures.
Key Features:
- Entropy Calculation: Implements Shannon entropy to quantify the diversity within RNA structural ensembles.
- Polynomial Time Implementation: Derives and computes SCFG-ensemble entropy in polynomial time for both ambiguous and unambiguous grammars.
- Application to microRNA and ncRNA: Applied to microRNA sequences, which typically show low folding entropy, and to non-coding RNA (ncRNA) families that can exhibit high folding entropy.
- Enhanced Modeling and Analysis: Integrates improved SCFG models and conducts targeted randomization tests to probe folding characteristics of RNA families.
Scientific Applications:
- RNA Structure Prediction: Quantifies ensemble diversity to aid prediction and analysis of potential RNA secondary structures.
- Comparative Genomics: Assesses structural diversity across RNA families or species using entropy-based metrics.
- Functional Annotation: Identifies ncRNAs with high folding entropy that may correlate with regulatory or catalytic functions.
Methodology:
Models RNA secondary-structure ensembles with stochastic context-free grammars and derives Shannon entropy that is computed in polynomial time for ambiguous and unambiguous grammars, with integration of improved SCFG models and application of targeted randomization tests.
Topics
Details
- Tool Type:
- command-line tool
- Operating Systems:
- Linux
- Added:
- 8/3/2017
- Last Updated:
- 11/25/2024
Operations
Data Inputs & Outputs
Nucleic acid thermodynamic property calculation
Publications
Manzourolajdad A, Wang Y, Shaw TI, Malmberg RL. Information-theoretic uncertainty of SCFG-modeled folding space of the non-coding RNA. Journal of Theoretical Biology. 2013;318:140-163. doi:10.1016/j.jtbi.2012.10.023. PMID:23160142. PMCID:PMC3538908.