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上海硅酸盐所主办的学术期刊npj Computational Materials入选“中国最具国际影响力学术期刊” 《无机材料学报》入选“中国国际影响力优秀学术期刊”(图)
上海硅酸盐所 无机材料 自然科学
2022/12/28
2022年12月19日,中国知网和清华大学图书馆联合发布了《中国学术期刊国际引证年报(自然科学与工程技术)》(2022版),中国科学院上海硅酸盐研究所主办的npj Computational Materials和《无机材料学报》分别入选“中国最具国际影响力学术期刊”和“中国国际影响力优秀学术期刊”。
Modern computational tools open new era of fossil pollen research(图)
Modern computational tools new era fossil pollen
2020/11/6
One of the best sources of information on the evolution of terrestrial ecosystems and plant diversity over millions of years is fossil pollen. For palynologists -- the scientists who study ancient pol...
npj Computational Materials 2019年影响因子达到9.341(图)
npj Computational Materials 2019年 影响因子 9.341
2020/7/6
2020年6月29日,Web of Science公布了2019年《期刊引证报告》,npj Computational Materials的影响因子为9.341,在Materials science: multidisciplinary (材料科学-综合类)314种期刊中排名第30,在Chemistry-Physical(物质化学类)159种期刊中排名第24,均为Q1区期刊。另外,在SCI收录的1...
征文通知| 第14届理论与计算声学国际会议(ICTCA 2019)(征文通知 | 14th International Conference on Theoretical and Computational Acoustics (ICTCA 2019))
征文通知 第14届 理论 计算声学 国际会议
2019/3/12
The 14th International Conference on Theoretical and Computational Acoustics (ICTCA 2019) will take place from 28 July to 1 August, 2019, in Beijing, China. The theme of the conference is “Theoretical...
第十届生物信息学和计算生物学国际会议(10th International Conference on Bioinformatics and Computational Biology-BICOB-2018)
第十届生物信息学和计算生物学国际会议
2018/1/12
The 10th International Conference on Bioinformatics and Computational Biology (BICOB-2018) will be held between 19 - 21 March 2018 in Las Vegas, Nevada, USA (2018 marks the 10th year anniversary of BI...
Many real world problems arising in engineering, economics, medicine and other domains can be formulated as optimization tasks. These problems are frequently characterized by non-convex, non-different...
2018年计算数学,物理及其应用国际会议(International Conference on Computational Mathematics,Physics and It's Applications )
2018年 计算数学,物理及其应用 国际会议
2017/12/20
On behalf of the organizing committee, we are pleased to announce that The International Conference on Computational Mathematics, Physics and It’s Applications ( ICCMPA 2018 ) will be held from March...
北京师范大学系统科学学院团队研究成果在生物类Top期刊《Plos Computational Biology》作为封面文章发表(图)
北京师范大学系统科学学院 生物类 op期刊 封面文章 生物集群行为
2017/12/7
北京师范大学系统科学学院韩战钢教授团队与法国图卢兹大学Guy Theraulaz 教授合作完成的关于生物集群行为研究的文章“Identifying influential neighbors in animal flocking”近日被生物类Top期刊《Plos Computational Biology》接收并在线发表, 并作为期刊官网头条新闻予以报道。法国科学院官网也给予了重点推介报道:www...
2018年第六届生物信息学与计算生物学国际会议(ICBCB 2018)(2018 6th International Conference on Bioinformatics and Computational Biology)
2018年 第六届 生物信息学与计算生物学 国际会议
2017/10/30
Welcome to the official website of 2018 6th International Conference on Bioinformatics and Computational Biology (ICBCB 2018). ICBCB 2018 will be held in Chengdu, China during March 12-14, 2018. (2018...
2017年生物信息学与计算生物学专题会议(Special Session on Bioinformatics and Computational Biology)
2017年 生物信息学与计算生物学 专题会议
2017/9/25
BCB2017 aims at bringing together researchers, students and industrial practitioners for exchange of new developments in all areas of bioinformatics and computational biology. We invite original full ...
This year, the Computational Structural Bioinformatics Workshop will be held in conjunction with ACM-BCB 2017. The rapid accumulation of macromolecular structures presents a unique set of challenges a...
2017ACM国际生物信息学,计算生物学和健康信息学会议(ACM International Conference on Bioinformatics,Computational Biology,and Health Informatics)
2017 ACM 国际生物信息学,计算生物学和健康信息学 会议
2017/7/18
The 8th ACM Conference on Bioinformatics, Computational Biology, and Health Informatics (ACM BCB) is the flagship conference of the ACM SIGBio. ACM-BCB 2017 is the conference's eighth year, building u...
2017 Workshop on Computational Semiconductors Physics
2017 Workshop Computational Semiconductors Physics
2017/7/17
On behalf of the organizing committee, it is our privilege to invite you to the Workshopon Computational Semiconductors Physics, Aug 20-24, 2017, in Hohhot,Inner Mongolia, China! We are honored to hos...
Many real world problems arising in engineering, economics, medicine and other domains can be formulated as optimization tasks. These problems are frequently characterized by non-convex, non-different...