Call for Special Issue Proposal for Mathematics

As an international and peer-reviewed open access journal, Mathematics (ISSN 2227-7390, IF = 1.747) is an advanced forum for studies related to mathematics. It is devoted exclusively to the publication of high-quality reviews, regular research papers, and short communications in all areas of pure and applied mathematics. The Mathematics Editorial Team is pleased to announce this Open Call for Special Issue Proposals, which gives a group of authors the possibility to work on an interconnected set of papers on an innovative topic. We would like to solicit high-quality proposals that will be evaluated in a competitive procedure on a rolling basis throughout the year.

Proposals for a Special Issue should have a well-articulated unifying topic and reflect, at an international level, the best work in a particular research area, either a mature area or an important emerging area, in which future investigations may be boosted by the publication of a set of excellent papers. Hence, an international group of Guest Editors and a few high-quality planned papers are always encouraged in the proposals.

Please take into account that proposals for Special Issues should be sent by 31 December, 2020 to the Editorial Office (mathematics@mdpi.com), who will forward them to the Editors of Mathematics for evaluation.

Information to be provided in a proposal

• A 300–500-word summary to rationally explain the significance, novelty, technical advancement, and adherence to the scope of the journal of the proposed topic;
• A few keywords on the topic;
• A plan for obtaining quality papers or a list of at least three planned papers;
• A brief resume of the proposed Guest Editors together with their information (title, name, email, affiliation, personal website, keywords of interests);
• A proposed submission deadline (we normally run a Special Issue for 6–8 months).

Guest Editor(s)’ Role

Once the proposal is accepted, the GE will circulate the Call for Papers for the Special Issue and invite submissions.

Each submission will undergo a formal peer review process, after which we will ask the GE, the Editor in Chief, or a suitable Editorial Board Member to decide whether the paper is acceptable for publication in Mathematics.

If 10 or more papers are published in this Special Issue, we can make a Special Issue book and send a hard copy to each Guest Editor.

Editorial Office’s Role

The Editorial Office will take care of setting up the Special Issue website, arranging for promotional material; assisting with invitations to contribute papers; and taking care of administrative tasks associated with peer review, including inviting reviewers, collating reports, contacting authors, and professional production before publication.

Please do not hesitate to contact the Editorial Office for further details and clarifications.

We look forward to receiving your creative proposals.

Mathematics Editorial Office