Home > Journals > Advances in Mathematics Impact Factor, Quartile, Indexing, Ranking

Advances in Mathematics Impact Factor, Quartile, Indexing, Ranking

Advances in Mathematics Impact Factor, Indexing, Ranking

Advances in Mathematics (AM) is a scholarly journal dedicated to publishing research in the field of Mathematics, and Published by Elsevier. The Print-ISSN of Advances in Mathematics is 0001-8708 and its abbreviation is Adv Math.

The latest Impact Factor of the Advances in Mathematics for 2024-2025 is 1.5.

The Publicaiton fees (APC) is $3480.

Advances in Mathematics Aim and Scope

Emphasizing contributions that represent significant advances in all areas of pure mathematics, Advances in Mathematics provides research mathematicians with an effective medium for communicating important recent developments in their areas of specialization to colleagues and to scientists in related disciplines.

Advances in Mathematics Details
Journal title Advances in Mathematics (AM)
Abbreviation Adv Math
Print ISSN 0001-8708
Online ISSN 1090-2082
Publisher Name Elsevier
Editor-in-chief Michael J. Hopkins
Subject Category Mathematics
Access type Hybrid
Status 🟢 Active

Advances in Mathematics Metrics and Rankings

In the context of academic journals, "Metrics and Rankings" refer to various measures and evaluations used to assess the quality, influence, and impact of a journal.

Below are the metrics and rankings for the journal Advances in Mathematics

Impact Factor 1.5
SJR 2.022
SNIP 1.832
Ranking 1341
CiteScore 2.6
H-Index 113
Quartile Q1
Advances in Mathematics Impact Factor List

Advances in Mathematics Article Processing Charge (APC)
Article Publication Charges (APC) $3480
✳️Without APC Mathematics Journals

Advances in Mathematics Abstracting and Indexing

Abstracting and Indexing (A&I) refers to the processes that help organize and categorize academic journals, making them easier to find and access for researchers and scholars

Abstracting and Indexing

Advances in Mathematics Submission

If you would like to submit a manuscript or visit the journal's website, please click on the link below.

Journal Submission 🔗 Journal Website

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Advances in Mathematics Sources
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