A novel XGamma extension: applications and actuarial risk analysis under the reinsurance data

M. Alizadeh, Mahmoud Afshari, V. Ranjbar, Faton Merovci, H. Yousof
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一种新的XGamma扩展:再保险数据下的应用与精算风险分析
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CiteScore
0.90
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0.00%
发文量
68
期刊介绍: The São Paulo Journal of Mathematical Sciences (SPJM) is an international peer-reviewed journal that endeavors to publish high-quality original research articles and well-written expository articles on a broad range of theoretical and applied areas of mainstream mathematics that are of interest to a substantial number of its readers, including those areas of computer science and statistics with significant mathematical content. All submissions are carefully managed by a distinguished editorial board and checked for correctness and suitability for publication. The journal is the official publication of the University of São Paulo’s Institute of Mathematics and Statistics. Launched in 1993 under the name Resenhas do Instituto de Matemática e Estatística da Universidade de São Paulo, it originally only published papers written by invited senior mathematicians. In 2007 it adopted its current name and format, welcoming contributions in the diverse fields of the mathematical sciences in the English language.
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Rational maps of balls and their associated groups. Subclasses of convex functions on the unit disc of the complex plane A novel XGamma extension: applications and actuarial risk analysis under the reinsurance data On the characteristic polynomial of $$\mathfrak{sl}(2, \mathbb {F})$$: a corollary that Muir missed Fibration theorems à la Milnor for analytic maps with non-isolated singularities
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