Science China-Mathematics

Note: The following journal information is for reference only. Please check the journal website for updated information prior to submission.

Journal Title

SCI CHINA MATH

ISSN / eISSN

1674-7283 / 1869-1862

Aims and Scope

Science China Mathematics is committed to publishing high-quality, original results in both basic and applied research. It presents reviews that summarize representative results and achievements in a particular topic or an area, comment on the current state of research, or advise on research directions. In addition, the journal features research papers that report on important original results in all areas of mathematics as well as brief reports that present information in a timely manner on the latest important results.

Subject Area

MATHEMATICS

MATHEMATICS, APPLIED

CiteScore

2.40

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CiteScore Ranking

Category	Quartile	Rank
Mathematics - General Mathematics	Q1	#83/387

Web of Science Core Collection

Science Citation Index Expanded (SCIE)	Social Sciences Citation Index (SSCI)
Indexed	-

Category (Journal Citation Reports 2023)	Quartile
MATHEMATICS - SCIE	Q1
MATHEMATICS, APPLIED - SCIE	Q2

H-index

Country/Area of Publication

PEOPLES R CHINA

Publisher

Science China Press

Publication Frequency

Monthly

Year Publication Started

1997

Annual Article Volume

101

Open Access

Contact

SCIENCE CHINA PRESS, 16 DONGHUANGCHENGGEN NORTH ST, BEIJING, PEOPLES R CHINA, 100717

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Recent articles

Rigidity of non-renormalizable Newton maps: (2023) Pascale Roesch, Yongcheng Yin, Jinsong Zeng

A GMM approach in coupling internal data and external summary information with heterogeneous data populations: (2023) Jun Shao, Jinyi Wang, Lei Wang

On the saturation number for singular cubic surfaces: (2023) Yuchao Wang, Weili Yao

Triples of almost primes: (2023) Jiamin Li, Jianya Liu

On the core entropy of Newton maps: (2023) Yan Gao

Permutation orbifolds of vertex operator superalgebras and associative algebras: (2023) Chongying Dong, Feng Xu, Nina Yu

A remark on density theorems for Riemann’s zeta-function: (2023) János Pintz

The functional equations of Langlands Eisenstein series for SL(n, ℤ): (2023) Dorian Goldfeld, Eric Stade, Michael Woodbury

A new class of generalized quasi-variational inequalities with applications to Oseen problems under nonsmooth boundary conditions: (2023) Shengda Zeng, Akhtar A. Khan, Stanisław Migórski

Time-inconsistent stochastic linear-quadratic control problem with indefinite control weight costs: (2023) Qi Lü, Bowen Ma

Verified Reviews

Note: Verified reviews are sourced from across review platforms and social media globally.

"China Science: Mathematics Excellence (English Edition)" is currently receiving a fair amount of attention. However, there is something peculiar: shouldn't the editorial board fully consider the opinions of the reviewers in order to establish a top-notch mathematical journal? Otherwise, the editorial board could simply make the decision to accept or reject articles without going through so much trouble. There was one paper that we carefully read through and found the author's conclusions to be average, with no new breakthroughs in terms of methodology. Therefore, we do not recommend publishing it in SCM. Surprisingly, six months later, that paper was actually published in SCM.

2023-01-10

Now it is really difficult to conduct scientific research in China. Two reviewers agreed to accept the manuscript, and the editorial board also agreed to accept it. However, in the end, the editor-in-chief rejected it.

2021-03-12

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