In both the tree and the linkage approaches, genealogical subgroups are strictly defined by their shared inheritance from a common ancestor; simply, although trees entail that all proto-languages must be discretely separated, the linkage model refuses to make that assumption.
Simply, although trees entail that all proto-languages must be discretely separated, the linkage model refuses to make that assumption. In both the tree and the linkage approaches, genealogical subgroups are strictly defined by their shared inheritance from a common ancestor.
In both the tree and the linkage approaches, genealogical subgroups are strictly defined by their shared inheritance from a common ancestor. Simply, although trees entail that all proto-languages must be discretely separated, the linkage model refuses to make that assumption.
In both the tree and the linkage approaches, genealogical subgroups are strictly defined by their shared inheritance from a common ancestor. Simply, although trees entail that all proto-languages must be discretely separated, the linkage model refuses to make that assumption.