期刊简称J INVERSE ILL-POSE P 参考译名《逆问题和不适定问题杂志》 核心类别SCIE(2022版), 外文期刊, IF影响因子0.926 自引率18.00% 主要研究方向数学-MATHEMATICS数学;MATHEMATICS, APPLIED应用数学 Journal of Inverse and Ill-Posed Problems《逆问题和不适定问题杂志》(双月刊)。This journal aims to present ...
Journal Of Inverse And Ill-posed Problems创刊于1993年,由Walter de Gruyter GmbH出版商出版,收稿方向涵盖MATHEMATICS, APPLIED - MATHEMATICS全领域,此期刊水平偏中等偏靠后,在所属细分领域中专业影响力一般,过审相对较易,如果您文章质量佳,选择此期刊,发表机率较高。平均审稿速度 12周,或约稿 ,影响因子指数0.9,...
《Journal of Inverse and Ill-Posed Problems》 期刊名缩写:J INVERSE ILL-POSE P 22年影响因子:1.448 issn:0928-0219 eIssn:1569-3945 类别: 工程技术数学物理社会科学 学科与分区: 数学(MATHEMATICS) - SCIE(Q1)数学,应用(MATHEMATICS, APPLIED) - SCIE(Q2) 出版国家或地区:GERMANY 出版周期:Monthly ...
JOURNAL OF INVERSE AND ILL-POSED PROBLEMS,在领域内有着巨大的影响力,专注于数学领域,创刊以来,在领域内取得不少成就,创作期刊促进和推动反问题和病态问题领域的研究和发展,推动反问题和病态问题领域的研究和发展,致力于将概率和统计学的理论与实践相结合,这么有想法的期刊,接下来一起来了解一下它吧~ 1.期刊简介...
This journal aims to present original articles on the theory, numerics and applications of inverse and ill-posed problems. These inverse and ill-posed problems arise in mathematical physics and mathematical analysis, geophysics, acoustics, electrodynamics, tomography, medicine, ecology, financial mathematic...
Journal of Inverse and Ill-Posed Problems《逆问题和不适定问题杂志》 (官网投稿)的纠错信息返回该期刊 请您纠错 各位老师、同学们好: 全站一万多个期刊,我们都是每天人工滚动核实、更新其投稿信息,循环一遍大概需要七八个月时间,其间肯定会有变更了的期刊信息难以被及时发现,为保证信息准确不耽误大家投稿,...
However,the complex nature of inverse problems requires a strong backgroundin data and signal processing. Moreover, ill-posed problems yieldparameters that have a strong linear dependence on the problem. Theill-posed nature of these problems lead to many errors in numericalcomputations that can ...
1.Existence of variational source conditions for nonlinear inverse problems in Banach spaces 机译:Banach空间中非线性逆问题变分源条件的存在性 作者:JensFlemming 期刊名称:《Journal of inverse and ill-posed problems》 | 2018年第2期 关键词: Ill-posed problem; convergence rates; variational source con...
Journal of Inverse and Ill-posed Problems 来自 De Gruyter 喜欢 0 阅读量: 8 摘要: This paper is concerned with the investigation of mathematical and numerical methods to find the optimal shape of a nozzle by means of shape optimization. The non-viscous, incompressible potential field within the...
期刊邮箱: 投稿网址:http://mc.manuscriptcentral.com/jiip 期刊网址:https://www.degruyter.com/journal/key/JIIP/html 出版商网址:https://www.degruyter.com/Journal of Inverse and Ill-Posed Problems《逆问题和不适定问题杂志》(官网投稿)的期刊点评返回...