Last updated: Dec. 27, 2022

Submission guidelines
for the Journal of the Mathematical Society of JapanBy JMSJ Editorial Committee

I.

Preparation of manuscripts.

1. Manuscripts must be written in English, French or German with an Englishabstract. The Journal of the Mathematical Society of Japan (JMSJ) uses anenhanced online submission and peer review system: EditFlow. Please submit aPDF version of the manuscript at the following submission page:https://ef.msp.org/submit_new.php?j=jmsjapan
2. Please provide an abstract in English. The abstract should not, in principle, containmathematical symbols or formulas. Also please avoid using reference numbers in
the abstract.
3. Please provide a list of key words and phrases. Also, using the current version ofthe Mathematics Subject Classification, please provide one primary MSC code andone or more optional secondary MSC codes.
4. The running head (abbreviated title) should be less than 60 characters.
5. We welcome manuscripts written in TEX, LATEX or AMS-LATEX, preferably in
LATEX 2ε using the JMSJ class file available here:
https://www.mathsoc.jp/publication/JMSJ/jmsj-classfile.zip6. Please provide contact details and the aﬃliation of all authors. For accepted
manuscripts, the corresponding author will be contacted regarding proofreading.
II.

Additional remarks.

1. After a manuscript is accepted for publication, the corresponding author should
upload all relevant source files, including Word or TEX sources, nonstandard macros,and individual files in Postscript or PDF for each figure.
2. Authors should immediately notify the editorial oﬃce in case of any changes totheir contact information.
3. Authors have only one occasion to proofread, so please be careful not to makeany omissions. Please avoid correcting or changing words or phrases as much aspossible.
4. Authors receive 100 oﬀprints of their article free of charge. Additional oﬀprints canbe purchased in lots of 50, provided the order form is received with the corrected
proofs.

2

JMSJ Editorial Committee

Style guidelines.
• For ease of readability, authors are asked to carefully consider the structure of thearticle prior to submission.
• The electronic version of published articles may include color figures but, as a rule,
the printed version will be published in grayscale.
• It is recommended that authors use the JMSJ class file:https://www.mathsoc.jp/publication/JMSJ/jmsj-classfile.zip.
For details of our style, please refer to recent articles published in JMSJ.
Further details about the JMSJ style.
· Indent the first line of each paragraph.
· To emphasize a word, use italic in roman environments and use roman in italicenvironments. Do not use boldface for emphasis.
· The JMSJ strongly prefers to write words in full without abbreviation (for example,Th., Cor., w.r.t., LHS, iﬀ, resp. should be written out in full).
· Functions and operators (such as exp, sin, log, lim, max, Im, deg, Ker, Aut, Sign,Ext) should be set in roman type in equations.
· Avoid using complicated or non-standard symbols and fonts.
· Please avoid writing mathematical formulae inside the text environment in a waythat causes excessive spacings between the lines or inappropriate line widths.
· Footnotes to the text should be numbered consecutively (e.g., 1),2),3)... ). However,
it is preferable to use Remarks rather than footnotes.
· Bibliographical references should be listed alphabetically at the end of the manuscript. All references in the bibliography should be cited in the text. Authors are
asked to use numbers and/or letters for indicating the relevant references (e.g., [1],[2], [M], [K82]). In the text, citations should be given in the form “Satake [4],Vogan [5]”, or “[4], [5]”.
· For abbreviations of names of journals and book series, see https://mathscinet.
ams.org/msnhtml/serials.pdf.
Example of References (Bibliography)[1] K. Yosida, On the diﬀerentiability and the representation of one-parameter semi-group of linear
operators, J. Math. Soc. Japan, 1 (1948), 15–21.
[2] T. Kobayashi, Discrete decomposability of the restriction of Aq (λ) with respect to reductive subgroups. Part II, Micro-local analysis and asymptotic K-support, Ann. of Math. (2), 147 (1998),709–729.
[3] T. Kobayashi, K. Ono and T. Sunada, Periodic Schrödinger operators on a manifold, Forum Math.,
1 (1989), 69–79.

Submission guidelines for JMSJ

3[4] I. Satake, Algebraic Structures of Symmetric Domains, Publ. Math. Soc. Japan, 14, Iwanami Shoten,Tokyo; Princeton Univ. Press, Princeton, NJ, 1980.
[5] D. A. Vogan, Jr., A Langlands classification for unitary representations, In: Analysis on Homogeneous Spaces and Representation Theory of Lie Groups, Okayama-Kyoto, 1997, (eds. T. Kobayashi,M. Kashiwara, T. Matsuki, K. Nishiyama and T. Oshima), Adv. Stud. Pure Math., 26, Math. Soc.
Japan, 2000, pp. 299–324.

JMSJ Editorial Committee
Mathematical Society of Japan
Taito 1-34-8, Taito-ku, Tokyo, 110-0016, Japan
E-mail: jmsj@mathsoc.jp