雜志介紹

Discrete Mathematics Algorithms And Applications雜志介紹

《Discrete Mathematics Algorithms And Applications》是一本以(yi)English為(wei)主的(de)(de)未開放獲取國(guo)際(ji)(ji)優秀期刊，中文(wen)名稱離散數(shu)學(xue)算法與應用(yong)，本刊主要出(chu)版(ban)、報(bao)道領(ling)(ling)域的(de)(de)研(yan)(yan)究動態以(yi)及在該(gai)(gai)(gai)領(ling)(ling)域取得(de)的(de)(de)各(ge)方(fang)面的(de)(de)經驗和(he)科(ke)研(yan)(yan)成(cheng)果，介紹該(gai)(gai)(gai)領(ling)(ling)域有(you)關本專(zhuan)業(ye)的(de)(de)最(zui)新(xin)進展，探討(tao)行業(ye)發(fa)展的(de)(de)思(si)路(lu)和(he)方(fang)法，以(yi)促進學(xue)術信息交流，提高行業(ye)發(fa)展。該(gai)(gai)(gai)刊已被(bei)國(guo)際(ji)(ji)權威(wei)數(shu)據(ju)庫SCIE收(shou)錄，為(wei)該(gai)(gai)(gai)領(ling)(ling)域相關學(xue)科(ke)的(de)(de)發(fa)展起到了良好的(de)(de)推動作用(yong)，也得(de)到了本專(zhuan)業(ye)人員的(de)(de)廣泛認可。該(gai)(gai)(gai)刊最(zui)新(xin)影響因(yin)子(zi)為(wei)0.6，最(zui)新(xin)CiteScore 指數(shu)為(wei)1.5。

本刊近期中國學者(zhe)發表的(de)論文(wen)主要有(you)：

• Topological indices of the wreath product of graphs

  Author: Zhang, Yongqin; Wang, Jianfeng; Brunetti, Maurizio

• The Tutte polynomial of a class of compound graphs and its applications

  Author: Chen, Hanlin

• The second-minimum and second-maximum values of exponential Zagreb indices among trees

  Author: Yang, Lu; Zhu, Yan

• The generalized path matrix and energy

  Author: Lu, Pengli; Luan, Rui

英文介紹

Discrete Mathematics Algorithms And Applications雜志英文介紹

Discrete Mathematics Algorithms And Applications is an international peer-reviewed academic journal that provides a platform for researchers, scholars, and professionals worldwide to present and share their latest research in discrete mathematics and its algorithmic applications. The publication of this journal reflects the importance of discrete mathematics as a subject with a solid theoretical foundation and a wide range of applications in the development of science and technology today.

The journal covers a range of topics related to discrete mathematics, including but not limited to combinatorial mathematics, graph theory, number theory, algebraic structures, optimization problems, algorithm design, and analysis. It pays particular attention to research that advances theory or has practical applications in computer science, engineering, physics, operations research, and more. The journal encourages authors to submit original research papers, review articles, and innovative improvements to existing algorithms and theories. Through a rigorous peer review process, it ensures that published articles are of high quality and academically innovative, contributing to the accumulation of knowledge and academic progress in the field of discrete mathematics.