👻Intro to Computational Biology Unit 5 – Phylogenetic Analysis
Phylogenetic analysis uncovers evolutionary relationships among species, genes, and proteins. By constructing and interpreting phylogenetic trees, scientists can trace the divergence of lineages, identify common ancestors, and understand the diversity of life on Earth.
This powerful tool has wide-ranging applications, from tracking disease outbreaks to informing conservation efforts. It provides insights into evolutionary mechanisms, aids drug development, and enhances our understanding of life's interconnectedness, making it a cornerstone of modern biology.
Phylogenetic analysis is the study of evolutionary relationships among biological entities (species, genes, or proteins)
Involves constructing and interpreting phylogenetic trees to infer these relationships
Relies on the comparison of homologous characteristics (shared due to common ancestry) to establish evolutionary connections
Utilizes molecular data (DNA or protein sequences) and morphological data (physical traits) to infer evolutionary history
Provides a framework for understanding the diversity and evolution of life on Earth
Helps to identify common ancestors and trace the divergence of lineages over time
Enables the reconstruction of the evolutionary history of genes, genomes, and species
Why Do We Care?
Phylogenetic analysis is crucial for understanding the evolutionary history and relationships among organisms
Helps to identify the origins and spread of infectious diseases (HIV, influenza) and inform public health strategies
Enables the identification of genes and proteins with shared evolutionary history, facilitating functional annotation and prediction
Provides insights into the mechanisms of evolution, such as adaptive radiation, convergent evolution, and horizontal gene transfer
Informs conservation efforts by identifying evolutionarily distinct and endangered species
Contributes to the development of new drugs and therapies by identifying evolutionarily conserved drug targets
Enhances our understanding of the tree of life and the interconnectedness of all living organisms
Key Concepts and Terms
Phylogenetic tree: a branching diagram representing the evolutionary relationships among entities
Cladogram: a type of phylogenetic tree that depicts the relative order of branching events without indicating the amount of evolutionary change
Phylogram: a type of phylogenetic tree that includes branch lengths proportional to the amount of evolutionary change
Homology: similarity due to shared ancestry, used to infer evolutionary relationships
Homoplasy: similarity due to convergent evolution or parallel evolution, not indicative of shared ancestry
Monophyletic group: a group of entities that includes an ancestor and all its descendants
Paraphyletic group: a group of entities that includes an ancestor but not all its descendants
Polyphyletic group: a group of entities that does not include their most recent common ancestor
Building Phylogenetic Trees
Phylogenetic trees are constructed based on the comparison of homologous characteristics (molecular or morphological data)
Multiple sequence alignment is performed to identify conserved and variable regions in DNA or protein sequences
Evolutionary models (Jukes-Cantor, Kimura 2-parameter) are used to estimate the probabilities of nucleotide or amino acid substitutions over time
Distance-based methods (UPGMA, neighbor-joining) calculate pairwise distances between sequences and cluster them based on similarity
UPGMA assumes a constant rate of evolution and produces rooted trees
Neighbor-joining allows for varying rates of evolution and produces unrooted trees
Character-based methods (maximum parsimony, maximum likelihood) evaluate alternative tree topologies and select the most parsimonious or likely tree
Maximum parsimony minimizes the total number of character state changes required to explain the data
Maximum likelihood estimates the probability of observing the data given a tree topology and an evolutionary model
Bootstrapping is used to assess the statistical support for each branch in the tree by resampling the data and calculating the frequency of each grouping
Popular Methods and Algorithms
UPGMA (Unweighted Pair Group Method with Arithmetic Mean): a distance-based method that assumes a constant rate of evolution
Neighbor-joining: a distance-based method that allows for varying rates of evolution and produces unrooted trees
Maximum parsimony: a character-based method that minimizes the total number of character state changes required to explain the data
Maximum likelihood: a character-based method that estimates the probability of observing the data given a tree topology and an evolutionary model
Bayesian inference: a probabilistic method that incorporates prior knowledge and calculates the posterior probability of trees
Markov chain Monte Carlo (MCMC): a sampling technique used in Bayesian inference to explore the space of possible trees
Coalescent theory: a population genetic framework for inferring gene trees within species trees and estimating demographic parameters
Tools and Software
MEGA (Molecular Evolutionary Genetics Analysis): a user-friendly software package for sequence alignment, phylogenetic tree construction, and evolutionary analysis
PAUP* (Phylogenetic Analysis Using Parsimony): a comprehensive software package for parsimony-based phylogenetic analysis
RAxML (Randomized Axelerated Maximum Likelihood): a fast and accurate program for maximum likelihood-based phylogenetic inference
MrBayes: a program for Bayesian inference of phylogeny using MCMC sampling
BEAST (Bayesian Evolutionary Analysis Sampling Trees): a software package for Bayesian analysis of molecular sequences using MCMC
PhyML: a fast and accurate algorithm for estimating maximum likelihood phylogenies
IQ-TREE: an efficient software package for phylogenomic analysis using maximum likelihood
BioPython: a Python library for computational molecular biology, including modules for sequence analysis and phylogenetics
Real-World Applications
Tracing the evolutionary history and geographic spread of viral outbreaks (SARS-CoV-2, Ebola)
Identifying the origins and transmission routes of foodborne pathogens (Salmonella, E. coli)
Reconstructing the evolutionary relationships among crop species and their wild relatives to guide breeding efforts
Investigating the evolution of antibiotic resistance in bacterial pathogens and developing strategies to combat resistance
Studying the co-evolution of hosts and parasites to understand the dynamics of infectious diseases
Inferring the evolutionary history of gene families and identifying orthologs and paralogs across species
Reconstructing the phylogenetic relationships among extinct and extant species using ancient DNA
Guiding conservation efforts by identifying evolutionarily distinct and endangered species and prioritizing their protection
Challenges and Limitations
Incomplete or biased sampling of taxa can lead to inaccurate or misleading phylogenetic inferences
Homoplasy (convergent evolution, parallel evolution) can obscure true evolutionary relationships
Horizontal gene transfer can introduce discordance between gene trees and species trees
Rapid radiations and short internal branches can be difficult to resolve with confidence
Long-branch attraction can cause distantly related taxa to be artificially grouped together
Computational complexity and scalability issues arise when analyzing large datasets (many taxa or long sequences)
Choosing an appropriate evolutionary model and accounting for model misspecification can be challenging
Assessing the robustness and statistical support of phylogenetic inferences requires careful consideration of methodological assumptions and data quality