Academic Journal
Q1数理解析研究所講究録
About 数理解析研究所講究録
About 数理解析研究所講究録
数理解析研究所講究録 is a peer-reviewed scholarly journal.
Key indicators: ISSN 18802818, 27607046.
Understanding This Journal's Metrics
Journal metrics help researchers assess fit, but they must be interpreted in context:
Publishing in 数理解析研究所講究録
When considering this journal, verify its current indexing status, editorial board, and recent publications to ensure it meets your needs for visibility and credibility.
- Author guidelines: Follow formatting, reference style, and article-type requirements exactly — non-compliant manuscripts may be returned without review.
Is This Journal Right for Your Paper?
- Audience match: Will the journal's readers cite and build on your findings?
- Timeline: Higher-tier journals mean longer review and higher rejection risk. Balance prestige against your schedule.
- Indexing: Confirm indexing in Web of Science, Scopus, and PubMed (if biomedical) meets your institutional requirements.
- Open access needs: Check funder mandates and whether the journal offers compliant OA options.
Frequently Asked Questions
What is the ISSN of 数理解析研究所講究録?
18802818, 27607046.
Is 数理解析研究所講究録 peer-reviewed?
Yes — it is a peer-reviewed scholarly journal indexed in major academic databases.
Journal Metrics
A quartile may vary by subject category. Values without a source or reporting year are unverified historical entries. Verify the current Journal Impact Factor with Clarivate or the publisher before using it.
Aims & Scope
The publisher’s official aims and scope have not yet been verified for this profile. Use the journal website to check subject fit and accepted article types before submitting.
Recent Research Articles
Latest publications matched automatically by ISSN.
On algorithms to solve Quadratic Diophantine equations (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Yuto Nakamura
2026-02 · DOI: 10.17983/303560Algebra and Geometry of the λ-calculus (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Masahiko Sato, Keisuke Nakano
2026-02 · DOI: 10.17983/303561Analysis of a Game Played On a Graph Based on Experiments With Computers (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Shuji Jimbo
2026-02 · DOI: 10.17983/303554Algebraic Theory of Emergence & Reduction of Information (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Marcin J. Schroeder
2026-02 · DOI: 10.17983/303562A Study on Generative AI-Supported Lessons for Developing Advanced Mathematical Thinking: Focusing on the “What-If-Not” Strategy and Experimental Mathematics (Study of Mathematical Software and Its Effective Use for Mathematics Education)
Masaya MATSUMOTO, Katsuhiko SHIMIZU
2026-02 · DOI: 10.17983/303534Amagamation problems of the infinite transformation semgroups (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Kunitaka Shoji
2026-02 · DOI: 10.17983/303563初等幾何AI AlphaGeometryとNewclidの教育利用 (数学ソフトウェアとその効果的教育利用に関する研究)
Mitsushi Fujimoto
2026-02 · DOI: 10.17983/303542実験数学をAIとやってみる (数学ソフトウェアとその効果的教育利用に関する研究)
Shigetoshi Yokoyama
2026-02 · DOI: 10.17983/303538MORPHISM-BASED EXPLANATIONS OF TSUMEGOS (Semigroups, Algebras, Languages and Related Areas in Computer Science)
ATTILA EGRI-NAGY
2026-02 · DOI: 10.17983/303551From drawing graphs to reading them: Curriculum reform (Study of Mathematical Software and Its Effective Use for Mathematics Education)
Shin Watanabe
2026-02 · DOI: 10.17983/303537Gamma values related to certain volume and heuristic trials via ICT (Study of Mathematical Software and Its Effective Use for Mathematics Education)
K. Kimura, S. Sasaki, K. Maruyama, K. Saito et al.
2026-02 · DOI: 10.17983/303535数式処理を活用した和算の教育プログラムの構築 (数学ソフトウェアとその効果的教育利用に関する研究)
Koji Nishiura
2026-02 · DOI: 10.17983/303545On symmetric composition algebras and Lie algebras (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Noriaki Kamiya
2026-02 · DOI: 10.17983/303555KeTCindyJSとMaximaの連携 (数学ソフトウェアとその効果的教育利用に関する研究)
Masaki Suzuki, Asahi Suzuki
2026-02 · DOI: 10.17983/303543NOTES ON THE ABELIANIZATION OF THE HYPERELLIPTIC TORELLI GROUP (Semigroups, Algebras, Languages and Related Areas in Computer Science)
TATSUNARI WATANABE
2026-02 · DOI: 10.17983/303566計算力の向上を狙った学習アプリの開発 --「うか勉」プロジェクト始動-- (数学ソフトウェアとその効果的教育利用に関する研究)
Masayoshi SEKIGUCHI
2026-02 · DOI: 10.17983/303540動的幾何ソフトやプログラミングを利用したときの「多角形の内角の和」についての探究事例 (数学ソフトウェアとその効果的教育利用に関する研究)
Yasuyuki Iijima
2026-02 · DOI: 10.17983/303531Designing Adaptive Dialog-Based Learning Materials: Promoting Deeper Understanding through Hierarchical Multiple-Choice Questions and AI-Driven FAQ Activities (Study of Mathematical Software and Its Effective Use for Mathematics Education)
Kosaku Nagasaka
2026-02 · DOI: 10.17983/303547Rings in which every left ideal is idempotent and the set of ideals is linearly ordered (Semigroups, Algebras, Languages and Related Areas in Computer Science)
Hisaya Tsutsui
2026-02 · DOI: 10.17983/303564KeTLTSへのAlgebriteの組込みと利用 (数学ソフトウェアとその効果的教育利用に関する研究)
Yasuyuki Kubo, Koji Nishiura, Setsuo Takato
2026-02 · DOI: 10.17983/303548Reviews
Community Reviews
Version History
October 10, 2026 at 5:06 pm
October 9, 2026