I'm trying to build a simple tool that would build a phylogenetic tree from a VCF.
My aim is to verify that the related + sequenced individuals are close in the phylogenetic tree.

My current code works with a small set of related individuals but it fails when some extra individuals are added. Current algorithm:
- a genotype is an enumeration Gtype: HOM_REF, HOM_ALT, HET . 'N/A' is converted to HOM_REF.
- I'm looking iteratively for the 'nodes' having the smallest distance. A node is a set of samples. The algorithm starts with all the possible pairs of samples.
- For a pair of samples
- AA vs AA: = distance=0
- AA vs AB: = distance=5
- AA vs BB: = distance=15
- This is where I'm looking for the right algorithm : when merging two samples to create a 'merged node' how should I calculate the distance ?
My current algorithm for a position in the VCF is:
dist=0;
for(Gtype g1: allGenotypes(node1))
for(Gtype g2: allGenotypes(node2))
d += distance(g1,g2)
d /= ( countGenotypes(node1)+countGenotypes(node2))
What would be the best way to 'score' the distance between two sets of samples for a given position in the VCF?
3 answers
I would also look at how vcftools calculates relatedness
It's not quite clear to me what makes a "merged" node, do you mean a group that is already "joined" as each other's closest relatives?
If so this seems like a classic hierarchical clustering problem. You could use UPGMA or neighbor-joining to create your tree from a distance matrix.
I would use pairwise identity by state for the distance matrix.
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