How long does this journal with editor usually take?

(0) 讚！ | Biomath

A well-established journal in the field of nonlinear dynamics, with good recognition!

(2) 讚！ | 分形维数与分数阶微积分

1.30 submitted to journal
1.31 with editor
2.19 under review
6.30 major revision (reviewed by three reviewers, very professional and constructive comments)
7.3 revision submitted to journal
7.4 under review
7.6 accept

(2) 讚！ | 分形维数与分数阶微积分

It is an established journal that, although it is in the third tier, is recognized.

(1) 讚！ | 夜某

The text translates to: "Being rejected for review is a pretty good journal."

(1) 讚！ | 南溪1012

This journal has been a famous academic journal in the field of nonlinear physics for a long time. There are many classic papers in nonlinear mechanics and chaos, especially review papers, which are of exceptionally high quality.

(39) 讚！ | 流体物理小兵张嘎

This journal has a significant influence in the field of nonlinear dynamics and interdisciplinary studies. The quality, innovation, and depth of the papers are excellent, making it a representative platform for scholars engaged in nonlinear science to showcase their research level. However, there are also a few pure mathematicians who join in for fun. For those interested in mathematics, it would be better to try their luck at journals like DUKE Advance.

(46) 讚！ | 牛小顿

Awesome journal, the big brother in nonlinear science, the great master Zakharov has served as editor-in-chief of turbulence! ￥￥

(18) 讚！ | 沈伟晓

The top journals in the field of nonlinear dynamics have very high levels and quality of papers published. They are highly innovative, especially the review journals, which are written by world-renowned experts in the field. Each paper is like a book!

(69) 讚！ | 流体物理小兵张嘎

In the field of nonlinear studies, this magazine has a good reputation, and many of the papers published in it are highly innovative, especially some of the review papers are of very high quality.

(152) 讚！ | bioer

The journal publishes important results and phenomena in the fields of mathematical physics and nonlinearity. It is highly innovative. The reviewers are all top international scientists. It is a well-known authoritative journal in the linear field, and has a slightly higher influence than Physica Review E of the American Physical Society. It is a pretty good journal.

(56) 讚！ | 刘雷

The review comments of this journal are very rigorous and demanding! The questions were raised at a very high level! High requirements for theoretical innovation!

(26) 讚！ | zhouguoli

submitted twice in advance, did not submit the review directly rejected.This submission has been 11 months, and it is still in the review, but it is finally submitted for review. I feel that this journal has high requirements for theoretical innovation.From the perspective of mathematical physics research, PHYSICA D feels one level lower than comm math phys, but not under Phys Rew.

(0) 讚！ | 苦命的数学人

This journal is a super difficult journal in the non-linear field, because the editors and reviewers are basically VIPs in the field;  If your articles is innovative and the writing is good you will be OK; I admire this journal; they don’t seem to care that much about IFs and focus on very high quality content.

(3) 讚！ | 匿名

Very good journal, the reviewer feels that it is a big cow in this field. The comments are very high, and the revision is really a headache, but it is of great benefit to the improvement of the article level.

(0) 讚！ | 匿名

This journal mainly publishes new phenomena, new methods and new methods in the field of mechanical physics in the field of nonlinear physics.Most of the editors and reviewers are cattle in the non-linear field, and domestic scholars publish very little, with less than 10 articles per year.The non-linear International No. 1 team, University of Maryland, J. Yorke, E.ott has published more than 30 long articles in this journal, most of which have been rewritten as short articles published in Nature, Science, Phyical review Letters.

(0) 讚！ | 匿名

Find a lot of articles about the basic theoretical research on the three-body problem.

(0) 讚！ | 匿名