期刊中(zhong)文名:數(shu)論(lun)研究ISSN:2522-0160E-ISSN:2363-9555
該雜志(zhi)國(guo)際簡稱:RES NUMBER THEORY,是由出(chu)版(ban)商(shang)Springer Nature出(chu)版(ban)的(de)(de)(de)一(yi)(yi)本致力(li)于發布--研究(jiu)新(xin)成果(guo)(guo)的(de)(de)(de)的(de)(de)(de)專業(ye)學(xue)(xue)術(shu)期刊(kan)(kan)。主要(yao)發表(biao)刊(kan)(kan)登有創(chuang)見(jian)的(de)(de)(de)學(xue)(xue)術(shu)論(lun)文(wen)文(wen)章(zhang)、行業(ye)最新(xin)科研成果(guo)(guo),扼(e)要(yao)報道階(jie)段性(xing)研究(jiu)成果(guo)(guo)和重要(yao)研究(jiu)工作(zuo)的(de)(de)(de)最新(xin)進展,選載對(dui)學(xue)(xue)科發展起指導(dao)作(zuo)用的(de)(de)(de)綜述與(yu)專論(lun),促進學(xue)(xue)術(shu)發展,為廣大讀者服務(wu)。該刊(kan)(kan)是一(yi)(yi)本國(guo)際優秀雜志(zhi),在國(guo)際上(shang)有很高的(de)(de)(de)學(xue)(xue)術(shu)影響力(li)。
《Research In Number Theory》是一(yi)本(ben)以English為(wei)主的(de)未開(kai)放獲取(qu)國際(ji)優秀期刊,中文名稱數論(lun)研究,本(ben)刊主要出(chu)版(ban)、報道領域(yu)的(de)研究動態以及在該(gai)領域(yu)取(qu)得的(de)各方(fang)面的(de)經驗和科研成果,介(jie)紹該(gai)領域(yu)有關本(ben)專業(ye)的(de)最新(xin)進展,探討(tao)行業(ye)發展的(de)思路和方(fang)法,以促進學(xue)術(shu)信息交(jiao)流(liu),提高(gao)行業(ye)發展。該(gai)刊已被國際(ji)權(quan)威數據(ju)庫SCIE收錄(lu),為(wei)該(gai)領域(yu)相關學(xue)科的(de)發展起到了良(liang)好的(de)推(tui)動作用(yong),也得到了本(ben)專業(ye)人員的(de)廣泛(fan)認可。該(gai)刊最新(xin)影(ying)響因(yin)子為(wei)0.6,最新(xin)CiteScore 指數為(wei)0.8。
Research in Number Theory is an international peer-reviewed hybrid journal that focuses on the fields of number theory and arithmetic geometry, two mathematical disciplines. The aim of this magazine is to publish high-quality original new research articles that make significant contributions in the fields of number theory and arithmetic geometry. In addition, the journal will also publish some shorter letters covering preliminary research in emerging fields of number theory. This journal publishes the highest quality papers in all traditional fields of number theory research and actively seeks to publish milestone papers in the most emerging and interdisciplinary fields. In addition, it also publishes comprehensive commentary articles.
This magazine is published by Springer Nature and was founded in 2015. It is published in English and adopts a continuous publishing model. Its impact factor is 0.6 in 2023, CiteScore is 0.9, SJR (Scientific Impact Factor) is located in the Q3 partition of arithmetic and number theory, and SNIP (Standardized Impact Factor) is 1.02. The publication volume of the magazine in 2022 was 88 articles, with 143 citations. The H-index of the journal currently has no data, with a self citation rate of 0.00%, and is included in the ESCI (Emerging Source Citation Index).
按JIF指標(biao)學科分區 |
學科:MATHEMATICS
收錄子集:ESCI
分區:Q3
排名:263 / 489
百分位:
46.3% |
按JCI指標學科分區 |
學科:MATHEMATICS
收錄子集:ESCI
分區:Q3
排名:261 / 489
百分位:
46.73% |
JCR分區:JCR分區來自科睿唯安公司,JCR是一個(ge)獨特的(de)多學(xue)科期(qi)刊評(ping)價(jia)工具(ju),為(wei)唯一提供基(ji)于引文數(shu)據的(de)統計信息(xi)的(de)期(qi)刊評(ping)價(jia)資源。每(mei)(mei)年發布(bu)的(de)JCR分區,設置了254個(ge)具(ju)體學(xue)科。JCR分區根據每(mei)(mei)個(ge)學(xue)科分類按(an)照期(qi)刊當(dang)年的(de)影響因子高(gao)低(di)將期(qi)刊平均(jun)分為(wei)4個(ge)區,分別為(wei)Q1、Q2、Q3和Q4,各(ge)占(zhan)25%。JCR分區中(zhong)期(qi)刊的(de)數(shu)量是均(jun)勻分為(wei)四(si)個(ge)部(bu)分的(de)。
學科類別 | 分區 | 排名 | 百分位 |
大類:Mathematics 小類:Algebra and Number Theory | Q3 | 87 / 119 |
27% |
該(gai)雜志(zhi)是一(yi)(yi)本國際優(you)秀雜志(zhi),在國際上有(you)較高(gao)(gao)的(de)學(xue)術(shu)影響力(li),行業關(guan)注度很高(gao)(gao),已(yi)被國際權威數據庫SCIE收錄,該(gai)雜志(zhi)在綜合(he)專業領域(yu)專業度認可很高(gao)(gao),對稿(gao)件內容的(de)創新性和(he)學(xue)術(shu)性要求很高(gao)(gao),作(zuo)為一(yi)(yi)本國際優(you)秀雜志(zhi),一(yi)(yi)般(ban)投稿(gao)過(guo)審(shen)時間都較長(chang),投稿(gao)過(guo)審(shen)時間平(ping)均 ,如果想(xiang)投稿(gao)該(gai)刊(kan)要做好時間安(an)排。版面(mian)費(fei)不祥。該(gai)雜志(zhi)近(jin)兩年未被列入(ru)預警(jing)名單,建議(yi)您投稿(gao)。如您想(xiang)了(le)解更多投稿(gao)政(zheng)策(ce)及投稿(gao)方案,請咨(zi)詢(xun)客服。
若用戶需要出版(ban)服(fu)務,請(qing)聯系出版(ban)商。
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