Relationships in the Stringybarks, Eucalyptus L'hérit. Informal Subgenus Monocalyptus Series Capitellatae and Olsenianae: Phylogenetic Hypotheses, Biogeography and Classification
- 1 January 1986
- journal article
- research article
- Published by CSIRO Publishing in Australian Journal of Botany
- Vol. 34 (6) , 603-632
- https://doi.org/10.1071/bt9860603
Abstract
The stringybark eucalypts form a monophyletic group characterised in Monocalyptus by hispid juvenile leaves. They have been analysed using a phenetic method, additive similarity trees and a cladistic parsimony method (Wagner trees). The shortest Wagner trees indicated that Eucalyptus muelleriana is the sister species to all other stringybarks. E. olsenii and a taxon from the Carnarvon Range (Queensland) are the next most plesiomorphic taxa in the phyletic sequence. The remaining taxa form a trichotomy: E. tindaliae, species with fruits > 8 mm in diameter and with the disc ascending, and species with fruits < 8 mm and with the disc level. Subclades are largely characterised by seedling morphology. A revised informal classification is presented, the group being treated as a superseries. A method of cladistic biogeography is explained and applied. The stringybarks are endemic to eastern mainland Australia plus Kangaroo Island, but not Tasmania, and the consensus area-cladogram suggests a sequence of seven historical events subdividing an ancestral area into eight smaller ones. Queensland appears to be the most plesiomorphic area.Keywords
This publication has 4 references indexed in Scilit:
- A Comparative Study of Trichomes in Angophora Cav. And Eucalyptus L'hérit. - A Question of HomologyAustralian Journal of Botany, 1984
- A cladistic study of Arillastrum, Angophora and Eucalyptus (Myrtaceae)Botanical Journal of the Linnean Society, 1983
- Cladistic Relationships and Biogeographic Patterns in the Peppermint Group of Eucalyptus (Informal Subseries Amygdalininae, Subgenus Monocalyptus) and the Description of a New Species, E. willisiiAustralian Journal of Botany, 1983
- Branch and bound algorithms to determine minimal evolutionary treesMathematical Biosciences, 1982