LGSFAligner
LGSFAligner computes optimal local alignments between two RNA secondary structures represented as labeled ordered forests to identify similar substructures, including gapped subforests, for motif discovery.
Key Features:
- Local Alignment of Labeled Ordered Forests: Computes optimal local alignments between two labeled ordered forests that represent RNA secondary structures to detect similar substructures (motifs).
- Gapped Subforest Alignment: Generalizes closed subforest alignments to gapped subforests to enable alignment of structurally variant substructures.
- Algorithmic Efficiency: Implements a novel algorithm for optimal local gapped subforest alignments with improved time and space complexity compared to prior algorithms for closed subforest alignments.
- Application to Local Sequence-Structure Alignment (lssa): Provides a specialized modification of the core algorithm that addresses the local sequence-structure alignment (lssa) case much faster than previously proposed methods.
Scientific Applications:
- Motif Discovery: Identifies frequently occurring substructures within RNA secondary structures to infer functional similarities and evolutionary relationships.
- Structural Analysis: Enables detailed comparison of structural motifs across RNA sequences to analyze RNA function and interactions.
- Comparative Genomics: Supports comparative studies by aligning RNA secondary structures to explore genetic variation effects on structure and function.
Methodology:
Computes optimal local alignments between labeled ordered forests using an algorithm that generalizes closed subforests to gapped subforests and includes a modified, performance‑optimized variant for the lssa special case.
Topics
Details
- Tool Type:
- command-line tool
- Operating Systems:
- Linux, Windows, Mac
- Programming Languages:
- Java
- Added:
- 8/3/2017
- Last Updated:
- 11/25/2024
Operations
Publications
Jansson J, Hieu NT, Sung W. Local Gapped Subforest Alignment and Its Application in Finding RNA Structural Motifs. Journal of Computational Biology. 2006;13(3):702-718. doi:10.1089/cmb.2006.13.702. PMID:16706720.
PMID: 16706720