Templates — Oxford University Press (OUP)

This sample is a guideline for preparing technical papers using LaTeX for manuscript submission for all Journals of OUP*. This sample article uses a class file named ouparticle.cls that authors should use for their manuscript preparation. It is similar in use to the article class file of LaTeX, but has some extra fields in the preamble and some extended commands for other parts of the article. *Note: this template is from 2009, and we recommend checking the latest author guidelines for your intended target OUP journal before starting to prepare your manuscript.

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/.

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.

Overleaf and Oxford University Press (OUP) have created this template for authors submitting manuscripts to Gigascience, an open access, open data, open peer-review journal focusing on ‘big data’ research from the life and biomedical sciences. This template allows authors to prepare and edit their manuscripts in the OUP 'contemporary' layout used by Gigascience and other OUP journals. To begin writing, simply click the Open as Template button, above. Additional guidelines for preparing your submission are included within the template itself. Once your manuscript is ready for submission, simply click "Submit to Journal" in the top bar of the Overleaf editor and follow the instructions provided. If you're new to Overleaf and LaTeX, check out our free introductory course for help getting started.

LaTeX template and example article for the preparation of submissions to Molecular Biology and Evolution (MBE). For more details and submission guidelines, please see the Oxford Journals MBE website. Note: A \vvp command needs to be manually added at the point where the text is suppose to end on the first page, so remember to adjust \vvp from its current position in the template to suit your writing.

This is a template for the preparation of papers for the Journal of Computational Design and Engineering.

Bioinformatics provides a forum for the exchange of information in the fields of computational molecular biology and post-genome bioinformatics, with emphasis on the documentation of new algorithms and databases that allows the progress of bioinformatics and biomedical research in a significant manner. For more information, please refer to the publisher's instructions.

The Quarterly Journal of Mechanics and Applied Mathematics publishes original research articles on the application of mathematics to the field of mechanics interpreted in its widest sense. In addition to traditional areas, such as fluid and solid mechanics, the editors welcome submissions relating to any modern and emerging areas of applied mathematics. For more information about the journal, see http://qjmam.oxfordjournals.org/.

International Mathematics Research Notices provides very fast publication of research articles of high current interest in all areas of mathematics. All articles are fully refereed and are judged by their contribution to advancing the state of the science of mathematics. For more information about the journal, see http://imrn.oxfordjournals.org/.