医学全在线
医学全在线首页-开云app安装不了怎么办 -药师-护士-卫生资格-高级职称-考试题库-网校-考研-图谱-下载-招聘  
分类
国家级省级浙江省各省杂志
科技核心北大核心CSCDCSCD扩展
工具
期刊知识写作指导 论文投稿推荐期刊
期刊验证论文检测 录用通知往期目录
SCI
SCI指导影响因子
期刊点评基金动态
其它
经济教育计算机
建筑体育农业
北京|天津|河北|山西|湖北|江苏|安徽|山东|上海|浙江|江西|福建|湖南|宁夏|内蒙古|河南
四川|重庆|贵州|云南|辽宁|吉林|广东|广西|海南|陕西|甘肃|新疆|青海|卫生部直属|黑龙江|兵团
您现在的位置: 医学全在线 > 医学论文 > SCI期刊 > 正文:International journal of bifurcation and chaos if:1.017
    

International journal of bifurcation and chaos


International journal of bifurcation and chaos
影响因子: 1.017
I S S N: 0218-1274
出 版 社: World Scientific Publishing Co
出 版 地: Singapore
出版国家: Singapore
刊  期: 季刊
创刊时间: 1991
语  种: 英文
审稿周期: 较快,2-4周
中科院分区: 3
投稿命中率: 容易
国外数据库收录: IM
中国收录文章数:
5年影响因子: 1.019
研究领域: 数学跨学科应用
官方链接: http://www.worldscientific.com/worldscinet/ijbc
投稿须知: http://www.worldscientific.com/worldscinet/ijbc

期刊介绍:

The International Journal of Bifurcation and Chaos is widely regarded as the leading journal in the exciting field of chaos and nonlinear science. The primary objective of this journal is to provide a single forum for this multidisciplinary discipline - a forum specifically designed for an interdisciplinary audience, a forum accessible and affordable to all. Real-world problems and applications will be emphasized. Our goal is to bring together, in one periodical, papers of the highest quality and greatest importance on every aspect of nonlinear dynamics, phenomena, modeling, and complexity, thereby providing a focus and catalyst for the timely dissemination and cross-fertilization of new ideas, principles, and techniques across a broad interdisciplinary front.The scope of this journal encompasses experimental, computational, and theoretical aspects of bifurcations, chaos and complexity of biological, economic, engineering, fluid dynamic, neural, physical, social, and other dynamical systems. This broad but focused coverage includes, but is not restricted to, those areas of expertise provided by the members of the editorial board, whose composition will evolve continuously in order to respond to emerging new areas and directions in nonlinear dynamics and complexity.
...
关于我们 - 联系我们 -版权申明 -诚聘英才 - 网站地图 - 网络课程 - 帮助
医学全在线 版权所有© CopyRight 2006-2046,
浙ICP备12017320号
百度大联盟认证绿色会员实名网站 360认证可信网站 中网验证
Baidu
map