Publications

Proceedings of the London Mathematical Society

Proceedings

Editorial Board: 

 (Managing Editor)
 FRS



 FRS




 (Managing Editor)


About

The Proceedings of the London Mathematical Society is the flagship journal of the LMS. It publishes articles of the highest quality and significance across a broad range of mathematics. There are no page length restrictions for submitted papers. 

  (1865- )

Submit to the Proceedings

For more information about submitting a paper to this journal, please see these guides:

 

 

The London Mathematical Society has adopted an ethical policy for its journals, including guidance on the expected behaviour of authors, referees and editors. The full policy can be found here. The Society is also in agreement with the principles of the 

All articles appearing in this journal are peer reviewed. Editors may reject papers without external review.

Content published in the Proceedings is selected based on merit alone and irrespective of nationality, geographic location, ethnicity, political beliefs, race, or religion of the authors. Publication in the Proceedings of individual authors' work does not constitute endorsement by the London Mathematical Society of the policies or actions of any government or other agencies.

Please also see  the .

Editor's Choice

Founded in 1865, the Proceedings is the flagship journal of the LMS.  Over its long history it has published many significant papers including those by Atiyah, Donaldson, Hardy, Ramanujan, Rayleigh and Turing

More recently, in 2019, a new, independent Editorial Board of international experts was appointed to identify papers of the highest quality and significance across a broad spectrum of mathematics. The aim of these changes was to further elevate the position of the journal and strengthen its position with relation to other top-flight mathematics journals.

Over the last three years the Proceedings Editorial Board have accepted many papers of high-quality and significance.  The Managing Editors, Tim Browning and Oscar Randal-Williams have chosen six such articles to highlight:

Symplectomorphisms with positive metric entropy
Artur Avila, Sylvain Crovisier and Amie Wilkinson

A general and deep result providing a complete answer to an old question of Ma帽茅.

The density of polynomials of degree n over 鈩 having exactly r roots in 鈩歱
Manjul Bhargava, John Cremona, Tom Fisher and Stevan Gajovi膰

Some surprising and down to earth statements about roots of polynomials over 鈩.

Shift-invariance for vertex models and polymers
Alexei Borodin, Vadim Gorin and Michael Wheeler

This paper establishes some highly non-trivial invariance properties for a wide class of integrable models.

Complete Moduli of Cubic Threefolds and their Intermediate Jacobians
Sebastian Casalaina-Martin, Samuel Grushevsky, Klaus Hulek and Radu Laza

This paper solves an important algebraic geometry question about the Torelli map from the space of cubic threefolds.

Motivic Chern classes and K-theoretic stable envelopes
L谩szl贸 M. Feh茅r, Rich谩rd Rim谩nyi, Andrzej Weber

An influential paper relating invariants of singular spaces to quantum groups.

Independent sets in hypergraphs with a forbidden link
Jacob Fox and Xiaoyu He

This work provides a solution to a 50-year-old problem of Erd艖s and Hajnal.

On Acceptance

Upon acceptance, your paper will be sent to Wiley for typesetting. You will receive a link to check your proofs via an online proofing tool. There is also an option to view these proofs as a PDF (using a button in the top right-hand corner of the tool). Production queries should be sent to plms@wiley.com (Wiley) or production@lms.ac.uk (新澳开奖Editorial Office).

Authors will be asked to agree to assign an Exclusive Licence to Publish to the Society or alternatively to opt to make the paper open access.

Your funder or institution may require you to publish gold or green open access. Wiley has an  to check the policies of your funder or institution. Eligibility for open access agreements between Wiley and institutions is typically determined by the affiliation of the corresponding author. The 新澳开奖Editorial Office can assist authors in navigating open access requirements. 

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新澳开奖Members can receive free online access to the BulletinJournaland Proceedings of the LMS if they have signed up for free online access via their 新澳开奖membership record. Free online access to these three journals can be activated via their 新澳开奖Membership Profile here:  and selecting their preferred journals under the 鈥淢y 新澳开奖Membership鈥 tab. The 新澳开奖will then notify Wiley who will then issue members with a username and password to login to the .

Statement on pricing.   The Society takes care to maintain reasonable and ethical pricing, including free online access for 新澳开奖members and for institutions in developing countries.  Base subscription prices of individual journals are decided each year based on a balance of criteria reflecting the value to readers and authors. In order to sustain in real terms the funding of the Society鈥檚 charitable activities, in cases where other indicators are equal, the 新澳开奖will normally only increase the base journal subscription prices in line with inflation. More information is available on the Society鈥檚 web page .

Open Access

The Proceedings is a hybrid journal with standard subscription access as the default, and a paid gold open access option.

Funder requirements

The Proceedings is a hybrid journal with standard subscription access as the default, and a paid gold open access option.

Funder requirements

Your funder or institution may require you to publish gold or green open access. Wiley has an  to check the policies of your funder or institution.

Gold Open Access

The final, typeset version of the article is made immediately freely available online for all to read, download, and share.

License alternatives:

  • CC-BY (Creative Commons Attribution License)
  • CC-BY-NC (Creative Commons Attribution NonCommercial License)
  • CC-BY-NC-ND (Creative Commons Attribution NonCommercial No Derivative Works License)

Please note, some funders or institutions have an arrangement with Wiley to cover the fees articles rather than the author paying directly.  Details of such agreements can be found on their  page.

APCs (2022):&苍产蝉辫;$4,520/拢3,000/鈧3,730

Green open access/self-archiving

Authors may (continue to) post electronic versions of their article up to the version initially accepted for publication鈥 on the author鈥檚 personal website, in a not-for-profit subject-based preprint server or repository, or in a Scholarly Collaboration Network (SCN) that has signed up to the , or in the author鈥檚 company/ institutional repository or archive. This right extends to both intranets and the Internet. The accepted version must be accompanied by a legend as follows: 鈥淭his is the accepted version of the following article: FULL CITE, which has been published in final form at [Link to final article].鈥

鈥 These self-archiving rights do not extend to the final, published version except where the article is published with the paid Open Access option. 

Content Sharing

As of July 2017, subscribers of the Bulletin, Journal and Proceedings of the London Mathematical Society, and the Journal of Topology, are able to share content with each other in a new way.

 

Our publishing partner Wiley has introduced a 鈥榩eer-to-peer鈥 sharing initiative on their Online Library, where articles published in these journals are accessed digitally. Subscribers (with existing full-text access to the journals) can generate a URL that can be shared with other readers in the form of an ePDF provided by academic paper manager ReadCube.

 

When shared with a fellow subscriber, the URL provides an unrestricted view of the electronic PDF and the usual ability to download or print it; a non-subscriber is granted restricted access to a read-only PDF with no print or download privileges.

 

This new way to share articles should benefit researchers, institutions and society as a whole, facilitating collaboration and hopefully achieving a wider readership and impact of research.

Contact Us

Please email the 新澳开奖Publications staff via lmsjournals@lms.ac.uk if you have any questions.