期刊中文名:數論與離散數學筆記(ji)ISSN:1310-5132E-ISSN:2367-8275
該(gai)雜志國(guo)際(ji)簡稱:NOTES NUMBER THEORY,是一本致(zhi)力于發(fa)布--研(yan)究新成(cheng)(cheng)果的(de)的(de)專業(ye)學(xue)術(shu)(shu)期刊。主要發(fa)表(biao)刊登有(you)創見的(de)學(xue)術(shu)(shu)論文文章、行業(ye)最(zui)新科(ke)研(yan)成(cheng)(cheng)果,扼要報道階段性研(yan)究成(cheng)(cheng)果和重要研(yan)究工(gong)作的(de)最(zui)新進(jin)展(zhan),選(xuan)載對學(xue)科(ke)發(fa)展(zhan)起(qi)指導(dao)作用(yong)的(de)綜(zong)述與專論,促進(jin)學(xue)術(shu)(shu)發(fa)展(zhan),為廣大讀者服務。該(gai)刊是一本國(guo)際(ji)優秀雜志,在國(guo)際(ji)上有(you)很高的(de)學(xue)術(shu)(shu)影響力。
《Notes On Number Theory And Discrete Mathematics》是一本以English為主的未開放獲取國際(ji)優秀期刊(kan),中文(wen)名稱數論與(yu)離(li)散數學筆記(ji),本刊(kan)主要(yao)出(chu)版、報道領(ling)域的研究動(dong)(dong)態以及在該(gai)領(ling)域取得的各方面(mian)的經驗和(he)科研成(cheng)果,介紹(shao)該(gai)領(ling)域有關本專業的最新進展(zhan),探討行業發展(zhan)的思(si)路和(he)方法,以促進學術信息交(jiao)流,提高行業發展(zhan)。該(gai)刊(kan)已被國際(ji)權威數據庫SCIE收錄(lu),為該(gai)領(ling)域相關學科的發展(zhan)起(qi)到了良好(hao)的推動(dong)(dong)作用,也(ye)得到了本專業人員的廣泛認可(ke)。該(gai)刊(kan)最新影(ying)響因子為0.4,
Notes On Number Theory And Discrete Mathematics is an academic journal dedicated to the fields of number theory and discrete mathematics. This magazine is dedicated to publishing original research papers in fields such as number theory, combinatorics, graph theory, algebra, logic, and computational theory. It provides a platform for mathematicians to exchange the latest research results and theoretical progress.
The articles published in the magazine cover a wide range of mathematical branches, such as studies exploring the problem of non splitting dominating sets in graph theory, as well as articles analyzing the distribution of prime numbers. In addition, the journal also focuses on the study of sequences and number theory sequences, such as Fibonacci type pulse sequences, as well as research on natural partial orders of prime numbers. These studies not only enrich mathematical theories, but also provide valuable references for researchers in related fields. The readership of the magazine mainly consists of mathematical researchers, scholars, and students from higher education institutions. The magazine ensures that every article published is of high quality and innovative through a rigorous peer review process. It not only promotes academic exchanges in the field of mathematics, but also contributes to the development of mathematical science.
按JIF指標(biao)學科分區(qu) |
學科:MATHEMATICS
收錄子集:ESCI
分區:Q4
排名:379 / 489
百分位:
22.6% |
按JCI指標學科分區 |
學科:MATHEMATICS
收錄子集:ESCI
分區:Q4
排名:415 / 489
百分位:
15.24% |
JCR分區:JCR分(fen)(fen)區(qu)(qu)來自科(ke)(ke)睿唯安(an)公司(si),JCR是一個獨(du)特的(de)(de)(de)多學(xue)科(ke)(ke)期(qi)刊(kan)評價工具,為唯一提供基于引文(wen)數(shu)據的(de)(de)(de)統計信(xin)息的(de)(de)(de)期(qi)刊(kan)評價資源(yuan)。每年(nian)發布的(de)(de)(de)JCR分(fen)(fen)區(qu)(qu),設(she)置了254個具體學(xue)科(ke)(ke)。JCR分(fen)(fen)區(qu)(qu)根據每個學(xue)科(ke)(ke)分(fen)(fen)類按照期(qi)刊(kan)當年(nian)的(de)(de)(de)影(ying)響因子高低將(jiang)期(qi)刊(kan)平(ping)均(jun)分(fen)(fen)為4個區(qu)(qu),分(fen)(fen)別(bie)為Q1、Q2、Q3和Q4,各占(zhan)25%。JCR分(fen)(fen)區(qu)(qu)中期(qi)刊(kan)的(de)(de)(de)數(shu)量是均(jun)勻分(fen)(fen)為四個部分(fen)(fen)的(de)(de)(de)。
該(gai)雜(za)志是一(yi)本國(guo)(guo)際(ji)優(you)秀雜(za)志,在國(guo)(guo)際(ji)上有較(jiao)(jiao)高(gao)(gao)的(de)學(xue)術影響力(li),行(xing)業關注度(du)很高(gao)(gao),已(yi)被國(guo)(guo)際(ji)權威數據庫(ku)SCIE收(shou)錄,該(gai)雜(za)志在綜合(he)專(zhuan)業領域專(zhuan)業度(du)認可很高(gao)(gao),對稿(gao)(gao)件內容(rong)的(de)創新(xin)性(xing)和學(xue)術性(xing)要求很高(gao)(gao),作(zuo)為一(yi)本國(guo)(guo)際(ji)優(you)秀雜(za)志,一(yi)般(ban)投(tou)(tou)稿(gao)(gao)過審時(shi)間(jian)(jian)都較(jiao)(jiao)長(chang),投(tou)(tou)稿(gao)(gao)過審時(shi)間(jian)(jian)平均 ,如(ru)果想投(tou)(tou)稿(gao)(gao)該(gai)刊要做好(hao)時(shi)間(jian)(jian)安排。版(ban)面費不祥(xiang)。該(gai)雜(za)志近兩年未(wei)被列入(ru)預警(jing)名單,建議您投(tou)(tou)稿(gao)(gao)。如(ru)您想了(le)解更多投(tou)(tou)稿(gao)(gao)政策及投(tou)(tou)稿(gao)(gao)方案,請咨詢客服。
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Research In Number Theory Journal Of Number Theory Algebra & Number Theory International Journal Of Number Theory Jp Journal Of Algebra Number Theory And Applications Journal De Theorie Des Nombres De Bordeaux Notes On Number Theory And Discrete Mathematics Sankhya-series A-mathematical Statistics And Probability Communications In Number Theory And Physics Computational Methods And Function Theory