半群服装服装服装服装服装服装服装服装论坛t.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.net SCIE

期刊简介估计审稿时候： 约12.0个月

Semigroup Forum is a platform for speedy and efficient transmission of information on current research in semigroup theory.

Scope: Algebraic semigroups, topological semigroups, partially ordered semigroups, semigroups of measures and harmonic analysis on semigroups, numerical semigroups, transformation semigroups, semigroups of operators, and applications of semigroup theory to other disciplines such as ring theory, category theory, automata, logic, etc.

Languages: English (preferred), French, German, Russian.

Survey Articles: Expository, such as a symposium lecture. Of any length. May include original work, but should present the nonspecialist with a reasonably elementary and self-contained account of the fundamental parts of the subject.

Research Articles: Will be subject to the usual refereeing procedure.

Research Announcements: Description, limited to eight pages, of new results, mostly without proofs, of full length papers appearing elsewhere. The announcement must be accompanied by a copy of the unabridged version.

Short Notes: (Maximum 4 pages) Worthy of the readers' attention, such as new proofs, significant generalizations of known facts, comments on unsolved problems, historical remarks, etc.

Research Problems: Unsolved research problems.

Announcements: Of conferences, seminars, and symposia on Semigroup Theory.

Abstracts and Bibliographical Items: Abstracts in English, limited to one page, of completed work are solicited.

Listings of books, papers, and lecture notes previously published elsewhere and, above all, of new papers for which preprints are available are solicited from all authors.

Abstracts for Reviewing Journals: Authors are invited to provide with their manuscript informally a one-page abstract of their contribution with key words and phrases and with subject matter classification. This material will be forwarded to Zentralblatt für Mathematik.

半群服装服装服装服装服装服装服装服装论坛t.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.net是一个疾速高效地通报半群实际以后钻研信息的平台。

规模：代数半群、拓扑半群、偏序半群、测度半群和半群上的谐波阐发、数值半群、变更半群、算子半群和半群实际在其余学科中的利用，如环论、规模论、主动机、逻辑等。

说话：英语（首选）、法语、德语、俄语。

查询拜访文章：申明性文章，如钻研会报告。长度不限。可以或许包罗首创作品，但应向非专业人士供给该主题根基局部的公道根本和自力申明。

钻研文章：将遵守凡是的评审法式。

钻研通知布告：描写新功效（大局部不证实）和其余处所颁发的全文论文，限定在八页之内。通知布告必须附有未删省版本的正本。

冗长申明：（最多 4 页）值得读者存眷的内容，比方新证实、已知现实的主要归纳综合、对未处理题目的批评、汗青批评等。

钻研题目：未处理的钻研题目。

通知布告：对于半群实际的集会、钻研会和漫谈会。

择要和书目名目：征集已实现任务的英文择要，限定为一页。

向一切作者征集之前在其余处所出书的册本、论文和课本的清单，最主要的是，征集有预印本的新论文。

核阅期刊的择要：约请作者非正式地供给一份一页的择要，此中包罗关头词和短语和主题分类。该资料将转发给 Zentralblatt für Mathematik。

《Semigroup Forum》(半群服装服装服装服装服装服装服装服装论坛t.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.nett.vhao.net)编辑部通信体例为SPRINGER, 233 SPRING ST, NEW YORK, USA, NY, 10013。若是您须要辅佐投稿或润稿办事，您可以或许征询咱们的客服教员。咱们专一于期刊征询办事十年，熟习颁发政策，可为您供给一对一投稿指点，防止您在投稿时频仍碰鼻，节流您的可贵时候，有用晋升颁发机率，确保SCI检索（检索不了全额退款）。咱们视诺言为生命，多方面确保文章宁静失密，在任何环境下都不会泄漏您的小我信息或稿件内容。