Learning Objectives
5 objectives- Understand the fundamental concepts and significance of advanced bioinformatics and its computational approaches.
- Gain in-depth knowledge of next-generation sequencing technologies and their applications in genomics research.
- Develop skills to analyze genomic data through comparative genomics, structural bioinformatics, and systems biology methods.
- Explore specialized bioinformatics fields such as metagenomics, phylogenetics, transcriptomics, network biology, and computational drug discovery.
- Apply computational tools and techniques to interpret complex biological data and address real-world biological and biomedical problems.
Content Outline
PreviewUnit 3108: Advanced Bioinformatics
1. Introduction to Advanced Bioinformatics
- Definition and scope of advanced bioinformatics
- Importance in modern biology and medicine
- Applications: genomics, proteomics, systems biology, drug discovery
- Role of computational techniques in biological data analysis
- Overview of bioinformatics pipelines and software tools
2. Next-Generation Sequencing (NGS) Technologies
2.1 Principles of NGS
- High-throughput sequencing overview
- Comparison with Sanger sequencing
2.2 Major Platforms
- Illumina sequencing: technology, workflow, and applications
- Ion Torrent sequencing: semiconductor sequencing principles
- PacBio sequencing: single-molecule real-time (SMRT) sequencing
2.3 Advantages and Limitations
- Read length, accuracy, throughput, cost
- Application scenarios in genomics research
3. Comparative Genomics
- Concepts and goals of comparative genomics
- Genome alignment and annotation techniques
- Identification of conserved and divergent genomic regions
- Applications in evolutionary biology and functional genomics
- Tools and databases (e.g., Ensembl, UCSC Genome Browser)
4. Structural Bioinformatics
4.1 Biological Macromolecule Structures
- Protein and nucleic acid structure fundamentals
- Levels of protein structure: primary to quaternary
4.2 Prediction and Analysis Tools
- Homology modeling and ab initio prediction
- Molecular dynamics simulations
- Structure visualization software (e.g., PyMOL, Chimera)
4.3 Functional Implications
- Structure-function relationships
- Protein-ligand interactions
5. Systems Biology
- Definition and interdisciplinary nature
- Integration of computational and experimental data
- Modeling biological systems: metabolic, signaling, gene regulatory networks
- Tools for systems biology analysis (e.g., Cytoscape, SBML)
- Applications in understanding cellular behavior and disease mechanisms
6. Metagenomics
- Overview of metagenomics and environmental sampling
- DNA extraction and sequencing from microbial communities
- Bioinformatics analysis: taxonomic profiling, functional annotation
- Applications in microbiome studies, ecology, and biotechnology
7. Phylogenetics and Evolutionary Genomics
- Principles of phylogenetic analysis
- Methods: distance-based, maximum parsimony, maximum likelihood, Bayesian inference
- Reconstruction of evolutionary relationships
- Evolutionary genomics to study genetic diversity and adaptation
- Software tools (e.g., MEGA, BEAST, PhyML)
8. Transcriptomics and Gene Expression Analysis
8.1 Transcriptomics Technologies
- RNA-seq: workflow and data analysis
- Microarrays: principles and applications
- Quantitative PCR for gene expression validation
8.2 Data Analysis and Interpretation
- Differential expression analysis
- Regulatory network inference
- Functional enrichment and pathway analysis
9. Network Biology
- Concept of biological networks: PPI, gene regulatory, metabolic
- Network construction and topology analysis
- Identification of key nodes and modules
- Applications in disease mechanisms and biomarker discovery
- Tools and databases (e.g., STRING, BioGRID)
10. Computational Drug Discovery
- Overview of drug discovery pipeline and challenges
- Virtual screening and molecular docking techniques
- Pharmacophore modeling
- Quantitative Structure-Activity Relationship (QSAR) analysis
- Case studies and software tools (e.g., AutoDock, Schrodinger)
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