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New York Journal of Mathematics


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 Open Access      SCIE      Official Website     Submission Website
 

*Average Peer Review
>12 Week(s), or Invited contributions
*Competitiveness
Easy
CiteScore
0.8

CiteScore Rank
Subject Area Rank Percentile
Category: Mathematics
Subcategory: General Mathematics
339 / 414



Country/Area of Publication
UNITED STATES
Publication Frequency
Publisher
Electronic Journals Project

ISSN
1076-9803
E-ISSN
1076-9803
Year Publication Started
0

Self-citation (2025-2026)
0.00%
Annual Article Volume
67
Gold OA Percentage
0.00%


Open Access Info
APC APC Waiver Other Charges
NoNoNo

Journal Aim & Scope
The New York Journal of Mathematics is refereed in the traditional manner, under the direction of our distinguished editorial board. We offer rapid publication of high quality articles.
We use a copyright agreement that allows authors to retain copyright.

Our papers are presented in pdf with numerous cross-reference links for ease of electronic browsing. One version has the links highlighted for viewing. In the other they are black for printing.

Our papers are treated in the traditional manner, with no changes permitted after publication. But we also offer services that may be updated, such as links to related works, and archives of supporting materials (e.g., computer programs used for calculations in the paper).


Web of Science Quartiles
WOS Quartile: Q3

Quartiles By JIFCollectionQuartileRankPercentage
Category: MATHEMATICSSCIEQ3313/492
Quartiles By JCICollectionQuartileRankPercentage
Category: MATHEMATICSSCIEQ4371/492
*Crowdsourced data
  • Journals In The Same Subject Area
  • CiteScore Trends
  • Self Citation Trends
  • Annual Article Volume Trends
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    STATISTICAL SCIENCE907.40
    Bulletin of Mathematical Sciences125.70
    Wiley Interdisciplinary Reviews-Computational Statistics09.00
    CHAOS SOLITONS & FRACTALS1269.50
    ANNALS OF MATHEMATICS989.80
  • New York Journal of Mathematics New York Journal of Mathematics
    Predict CiteScore Trend:
    Steady Increase No Change Gradual Decline  Refresh
 
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