Gordon Miller Bourne Dobson

The Friedlander-Gordon-Miller conjecture is true

We complete the proof of the Friedlander, Gordon and Miller Conjecture that every finite abelian group whose Sylow 2-subgroup either is trivial or both non-trivial and non-cyclic is R-sequenceable. This settles a question of Ringel for abelian groups.

Jessie Dobson, MSc.

she had been in the restoration of the Museum following the Second World War. She completed the work, begun by Wood Jones, of remaking the Museum as John Hunter had planned it: a display of specimens to illustrate adaptation of structure to function throughout nature, including the human body, in each physiological system, in health and disease. The remnant of Hunter's collection was refurbishe...

Food-Bourne Pathogens – Control Through Management

The bourne identity of a web resource

One of the main strength of the web is that it realizes the goal of allowing any party of its global community to share information with any other party. This has been achieved by making use of a unique and uniform mechanism of identification, the URI (Universal Resource Identifiers). Web applications such as search engines have been built up on this mechanism. Although URIs succeed when used f...

Glen Dobson: 2 Year PhD Report

Since my first year PhD report I have been involved in the creation of an ontology for QoS in Service-Centric Systems. This report details the development of this ontology and my plans for future PhD research in this area.