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游雄

Professor Supervisor of Doctorate Candidates

School/Department: College of Sciences
Education Level:With Certificate of Graduation for Doctorate Study
Degree:Doctoral Degree in Science
Professional Title:Professor
Alma Mater:南京大学

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Paper Publications Home >> Scientific Research >> Paper Publications: 游雄,章如强,黄婷,房永磊.Symmetric collocation ERKN methods for general second-order oscillators,CALCOLO,2019,56(4):-(First and corresponding author)

陈朝霞,石磊,刘思瑶,游雄.Trigonometrically fitted two-derivative Runge-Kutta-Nystrom methods for second-order oscillatory differential equations,APPLIED NUMERICAL MATHEMATICS,2019,142:171-189(Correspondence Author)

汪进,黄菲艺,游雄,侯喜林.Identification and Functional Characterization of a Cold-Related Protein, BcHHP5, in Pak-Choi (Brassica rapa ssp. chinensis),INTERNATIONAL JOURNAL OF MOLECULAR SCIENCES,2019,20(1):-(Participating authors)

汪进,黄菲艺,侯喜林,游雄.Genome-wide analysis of heptahelical protein (HHP) gene family and expression of BcHHP1 in response to stresses in Brassica rapa,BIOLOGIA PLANTARUM,2019,63:219-227(Participating authors)

牟小颖,刘新儒,才景辉,朱文姣,王忠,杨清,游雄.MiR395 Overexpression Increases Eggplant Sensibility to Verticillium dahliae Infection,RUSSIAN JOURNAL OF PLANT PHYSIOLOGY,2018,65(2):203-210(Participating authors)

On modified TDRKN methods for second-order systems of differential equations,INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS,2018,95(1):159-173(Correspondence Author)

朱文姣,史珂,唐锐敏,牟小颖,才景辉,陈敏,游雄,杨清.Isolation and functional characterization of the SpCBF1 gene from Solanum pinnatisectum,PHYSIOLOGY AND MOLECULAR BIOLOGY OF PLANTS,2018,24(4):605-616(Participating authors)

J.O. Ehigie,刁栋旭,章如强,房永磊,侯喜林,游雄.Exponentially fitted symmetric and symplectic DIRK methods for oscillatory Hamiltonian systems,JOURNAL OF MATHEMATICAL CHEMISTRY,2018,56(4):1130-1152(Correspondence Author)

张燕伟,游雄,房永磊.Exponentially fitted multi-derivative linear methods for the resonant state of the Schrodinger equation,JOURNAL OF MATHEMATICAL CHEMISTRY,2017,55(1):223-237(Correspondence Author)

Adiabatic Filon-type methods for highly oscillatory second-order ordinary differential equations,JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS,2017,320:1-14(Participating authors)

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