Geophysical Journal International, published by Oxford University Press, is one of the world's leading primary research journals in geophysics. Geophysical Journal International publishes top quality research papers, letters and book reviews on all aspects of theoretical, computational, applied and observational geophysics.
For more information about the journal, see http://gji.oxfordjournals.org/.
The aim of the Forestry journal, from Oxford University Press, is to publish high quality articles and reviews on all aspects of research, practice and policy that inform and promote the sustainable management of forests and trees.
The journal is inclusive of all subjects, geographical zones and study locations, including trees in urban environments, plantations and natural forests. It welcome papers that consider economic, environmental and social factors and, in particular, studies that take an integrated approach to sustainable management.
For more details about the journal, see http://forestry.oxfordjournals.org/.
The Journal of Complex Networks, by Oxford University Press, publishes original articles and reviews with a significant contribution to the analysis and understanding of complex networks and its applications in diverse fields. Complex networks are loosely defined as networks with nontrivial topology and dynamics, which appear as the skeletons of complex systems in the real-world. The journal covers everything from the basic mathematical, physical and computational principles needed for studying complex networks to their applications leading to predictive models in molecular, biological, ecological, informational, engineering, social, technological and other systems.
For more details about the journal see http://comnet.oxfordjournals.org/.
Applied Mathematics Research eXpress is a wide-scope high quality journal that cares about your submission and will process it quickly, authoritatively, and safely.
Applied Mathematics Research eXpress (AMRX), an Oxford University Press Journal, publishes research articles of high current interest dealing with the use of mathematics in all areas of research, usually in the form of mathematical/computational models and algorithms. Articles addressing problems in areas as diverse as fluid mechanics, molecular simulation, physics, biology, statistical mechanics, materials science, finance, are particularly welcome. Theoretical articles with promising applications will also be considered.
Oxford University Press (Uploaded by Lian Tze Lim)
revised thesis.tex 2012-04-26 Jason St. John
thesis.tex 2011-07-01 Mark Senn https://engineering.purdue.edu/~mark
For more instructions and help on writing your thesis for Purdue, please see the notes here