2. Problems in Phylogenetics
Fossil records are sporadic and less reliable
Only available data is genetic data
How evolution operates is used in the tree construction
3. Phylogenetics
Study of evolutionary relatedness among various groups of
organisms
Basis:
Molecular sequencing
Morphological data
*** Molecular data, protein and DNA sequences is the
basis for present methods
4. Major assumptions
Sequences are homologous
Phylogenetic divergence is bifurcating
Each position in sequence evolved independently
5. Phylogenetic tree
Tree showing the evolutionary relationships among various
biological species or other entities that are known to have
a common ancestry
16. 1. Choosing molecular markers
2. Performing multiple sequence alignment
3. Choosing a model of evolution
4. Determining a tree building method
5. Assessing a tree reliability
Steps
17. For very closely related organisms –
Nucleotide sequences
e.g., Noncoding regions of Mitochondrial DNA
For more divergent groups –
Slowly evolving Nt sequences
e.g., Ribosomal RNA
Protein sequences
Choice of Molecular markers
19. Distance-based methods –
Based on distance (amount of dissimilarities)
All sequences are homologous and tree branches are
additive
Character -based –
Based on discrete characters (sequences)
e.g., Ribosomal RNA
Protein sequences
Tree building methods
20. Clustering-based –
Based on a distance matrix starting from the most
similar sequences
1. UPGMA (Unweighted Pair Group Method using
Arithmetic Average): Sequential clustering
Assumption: All taxa have constant evolutionary rates
2. Neibour-joining
Taxa are not equidistant from the root
Uses conversion step
Distance-based
21. Optimality based –
Compare all possible tree topologies and select the best
1. Fitch-Margoliash: Sequential clustering
Assumption: All taxa have constant evolutionary rates
2. Neibour-joining
Taxa are not equidistant from the root
Uses conversion step
Distance-based