Preparation of Manuscripts
International Electronic Journal of Geometry (IEJG) devoted to the high quality publication of current research developments in the fields of geometry, and in all interdisciplinary areas in mathematics which use geometric methods and investigate geometrical structures. Requirements for acceptance of papers include originality, scientific significance and clarity of presentation.
Submission of a manuscript implies: that the work described has not been published before; that it is not under consideration for publication anywhere else; that its publication has been approved by all co-authors, if any, as well as by the responsible authorities – tacitly or explicitly – at the institute where the work has been carried out.
The publisher will not be held legally responsible should there be any claims for compensation.
Authors wishing to include figures, tables, or text passages that have already been published elsewhere are required to obtain permission from the copyright owner(s) for both the print and online format and to include evidence that such permission has been granted when submitting their papers. Any material received without such evidence will be assumed to originate from the authors.
Please follow the hyperlink “Submit a Manuscript ” on the right and upload all of your manuscript files following the instructions given on the screen.
By submitting a manuscript, the authors agree that the copyright for their article is transferred to the publisher, if and when, the paper is accepted for publication.
There is no publication fee and no charge for submitting or processing a manuscript to IEJG. Also there is no charge for downloading papers from IEJG web site.
All manuscripts should contain the essential elements needed to convey your manuscript, for example Abstract, Keywords, Classification Codes, Introduction, Results, Conclusions and References.
You are recommended to use the template of the International Electronic Journal of Geometry (IEJG) available from template, when preparing your manuscript; this will ensure that your article satisfies the journal’s style requirements.
Please ensure that the figures included in the single file are placed next to the relevant text in the manuscript. Figures need to be in EPS or PDF format and uploaded when submitting the article.
Ensure that each illustration (figure) has a caption. A caption should comprise a brief title (not on the figure itself) and a description of the illustration.
Essential title page information:
• Title. Concise and informative. Titles are often used in information-retrieval systems;
• Author names and affiliations Provide the full postal address of each author’s affiliation, including the country name and, if available, the e-mail address of each author;
• Corresponding author. Clearly indicate who will handle correspondence at all stages of refereeing, publication, and post-publication. Contact details must be kept up to date by the corresponding author.
• ORCID ID of all authors must be written.
A concise and factual abstract is required. The abstract should state briefly the purpose of the research, the principal results and major conclusions. An abstract is often presented separately from the article, so it must be able to stand alone.
Provide a maximum of 6 keywords. These keywords will be used for indexing purposes.
Please provide classification codes as per the standard AMS codes (2020 Mathematics Subject Classification (MSC2020)). A full list and information for these can be found at https://mathscinet.ams.org/msnhtml/msc2020.pdf.
Collate acknowledgements in a separate section at the end of the article before the references and do not, therefore, include them on the title page, as a footnote to the title or otherwise. List here those individuals who provided help during the research (e.g., providing language help, writing assistance or proof reading the article, etc.). This section should not be numbered.
Please submit tables as editable text and not as images. Tables can be placed either next to the relevant text in the article, or on separate page(s) at the end. Number tables consecutively in accordance with their appearance in the text and place any table notes below the table body. Please ensure that each table has a caption.
General Considerations Regarding References
The author is responsible for the accuracy of the references. All listed references must be cited in the text.
Articles which have been accepted for publication should be listed with the expected year of publication (if known) and name of the journal. In place of volume and page numbers, add (in press) at the end.
Reference Style and Format
The list of references at the end is arranged in numerical order. Include the DOI number if one exists. Citations in the text should be identified by appropriate numbers in square brackets, and consecutive references should be concatenated (e.g. [7, 12-15]). The names of all authors should be listed. References by the same author or group of authors should be listed in chronological order.
References should be styled as follows, with correct punctuation:
Journal Article (one author)
Romaguera, S.: On Nadler’s fixed point theorem for partial metric spaces. Mathematical Sciences and Applications E-Notes. 1 (1), 1-8 (2013).
Article (multiple authors)
Fujioka, A., Furuhata, H., Sasaki, T.: Projective surfaces and pre-normalized Blaschke immersions of codimension two. International Electronic Journal of Geometry. 9 (1), 100-110 (2016).
Journal article with DOI
Chen, B. Y., Wei, S.: Walter Riemannian submanifolds with concircular canonical field. Bull. Korean Math. Soc. 56 (6), 1525-1537 (2019). https://doi.org/10.4134/BKMS.b181232
Article in Conference Proceedings
Ilarslan, K.: New results for general helix in Euclidean 3-space. In: Proceedings of the 6th International Eurasian Conference on Mathematical Sciences and Applications (IECMSA), Aug 15-18 2017, Budapest, HUNGARY. AIP Conference Proceedings. 1926, 1-6 (2018).
Book (one author)
O’Neill, B.: Semi-Riemannian geometry with applications to relativity. Academic Press. London (1983).
Book (multiple authors)
Duggal, Krishan L., Şahin, B.: Differential geometry of lightlike submanifolds. Frontiers in Mathematics. Birkhäuser Verlag, Basel (2010).
Aral, A.: On generalized Picard integral operators. In: Advance in summability and approximation theory. Springer, Singapore (2018).
Manuscript that is posted to arXiv
Özgür, C.: On C-Parallel Legendre Curves in Non-Sasakian Contact Metric Manifolds. Preprint arxiv:1906.03313 (2019).
Kula, L.: Split quaternions and the geometrical applications. Ph.D. thesis. Ankara University (2003).
One set of page proofs (as a PDF file) will be sent by e-mail to the corresponding author or, a link will be provided in the e-mail so that authors can download the file themselves.
We will do everything possible to publish your article quickly and accurately. It is important to ensure that all corrections are sent back to us in one communication: please check carefully before replying, as inclusion of any subsequent corrections cannot be guaranteed. Proofreading is solely your responsibility.
Full-text Access to all papers is available for free so as to reach the widest possible audiences. No reprints will be offered, however.
Upon acceptance of a paper, the Editorial Office will ask the Author to send the source TeX file of the final accepted version of the paper and the files of the figures. If necessary, the author(s) would be asked to revise the manuscript according to the referees suggestions.
You should prepare the paper in accordance to IEJG style which can be downloaded from here
A PDF file of the final version of the article will be sent to each author. Papers are presented on the internet immediately after they are accepted for publication. Full-text Access to all papers is available for free so as to reach the widest possible audiences. No reprints will be offered, however.