数学与统计交叉论文: [67]洪勇,孔荫莹,张丽娟.加指数权Lebesgue空间中拟齐次核有界重积分算子的构建条件及算子范数计算[J/OL].中国科学:数学,1-16 [66]Yinying Kong, Yougan Wang, Haodong Deng, Zhanhao Xiao, Yuke Zhang, LF-HGRILF: A Law-Fact Heterogeneous Graph Representation and Iterative Learning Framework for Legal Judgment Prediction,Knowledge-Based Systems,2025,114083.(SCI,中科院1区,top) [65]Zhanhao Xiao, Zhenpeng Li, Jingjing Cao, Xiaoyong Liu, Yinying Kong*, Zhiguo Du, OriMamba: Remote sensing oriented object detection with state space models, International Journal of Applied Earth Observation and Geoinformation, Volume 143,2025,104731.(SCI,中科院1区,top) [64]Zheng S, Sha J, Kong Y, et al. Research on artificial intelligence-driven container relocation problem for green ports[J]. Frontiers in Marine Science, 2025, 12: 1614356.(SCI,中科院2区) [63]古勇毅,张欣茹,孔荫莹.与第三类潘勒韦方程相关的广义代数微分方程的亚纯解[J].工程数学学报,2024,41(04):757-768. [62]Zhe Gao, Yanfang Xu, Wangwei Wu, Xueqing Wang, Yinying Kong and Ting Tian,Towards better clinical prediction and interpretation via a new imputation strategy from National Health and Nutrition Examination Survey, Statistics and Its Interface, 2024, 17(3): 425-437.(SCI,中科院4区) [61]赵茜,洪勇,孔荫莹.指数权的加权Lebesgue空间中拟齐次核最优Hilbert型积分不等式的参数条件及应用[J].吉林大学学报(理学版),2024,62(06):1325-1333. [60]Xiao Z, Li Z, Li H, Li M, Liu X, Kong Y*. Multi-Scale Feature Fusion Enhancement for Underwater Object Detection. Sensors. 2024; 24(22):7201.(SCI,中科院2区) [59] Kong Y, Huang N, Deng H, et al. Text classification in fair competition law violations using deep learning[J]. Frontiers in Applied Mathematics and Statistics, 2023, 9: 1177081. [58]洪勇,张丽娟,孔荫莹.一类加权Lebesgue空间中非齐次核积分算子的最优搭配参数[J].应用数学,2023,36(04):884-890. [57]洪勇,张丽娟,孔荫莹等.非齐次核最佳半离散Hilbert型逆向不等式的等价条件及算子表示[J].吉林大学学报(理学版),2023,61(04):823-830. [56]洪勇,赵茜,张丽娟,孔荫莹等.拟齐次核逆向Hilbert型积分不等式的构建条件及算子表示[J].西南师范大学学报(自然科学版),2023,48(08):10-18. [55] Yang Tan and Yinying Kong*, Borel directions and the uniqueness of algebroid functions, Rocky Mountain Journal of Mathematics, Volume 52 (2022), No. 3, 1063–1072(SCI) [54]吴晓,孔荫莹,郭圳滨.Polish空间上的折扣马氏过程量子化策略的渐近优化[J].数学物理学报,2022,42(02):594-604. [53] Zhu X, Zheng B, Cai W, et al, Kong Y, Deep learning-based diagnosis models for onychomycosis in dermoscopy. Mycoses. 2022;00:1-7.(SCI,4.377/Q2) [52] Xiao Wu, Qi Wang, Yinying Kong*. Two-person zero-sum stochastic games with varying discount factors[J]. AIMS Mathematics, 2021, 6(10): 11516-11529. [51] Gu, Z., Kong*, Y. Spectral collocation method for nonlinear Riemann–Liouville fractional differential system. Calcolo 58, 12 (2021). (SCI,)
[50] Yang TAN, Yinying KONG*.The Uniqueness of Meromorphic Functions Sharing Small Functions Dealing with Multiple Values[J].Journal of Mathematical Research with Applications,2020,40(06):609-616.(BII)
[49] HongYan Xu,YinYing Kong*, Entire functions represented by Laplace-Stieltjes transforms concerning the approximation and generalized order, Acta Mathematica Scientia, 2021, 41B(2): 646–656(SCI,BII) [48] Gu, Z., Kong, Y. Spectral collocation method for Caputo fractional terminal value problems. Numer Algor 88, 93–111 (2021).(SCI)
[47]Tan, Y., Kong, Y*. The uniqueness for algebroid functions of finite order. [J].Acta Mathematica Scientia,2020,40(04):981-990.(SCI,BI)
[46] Gu Y*, Kong Y. Two Different Systematic Techniques to Seek Analytical Solutions of the Higher-Order Modified Boussinesq Equation[J]. IEEE Access, 2019, 7: 96818-96826.(SCI,AII)
[45]古勇毅,孔荫莹*.一类辅助微分方程的亚纯解及其应用[J].山东大学学报(理学版),2019,54(08):81-89.
[44] Yingying Huo, Yinying Kong, Min Wu*, Distributions of branch points of some algebroid functions,Taiwanese Journal of Mathematics, Vol. 23, No. 3, pp. 575-588, June 2019(SCI,BII)
[43]HongYan Xu,YinYing Kong*,The Nevanlinna and Valiron defiencies of some differential-difference polynomial, Houston Journal of Mathematics Vol. 44, No. 4, 2018,1121-1134(SCI,BII)
[42]孔荫莹,罗茜.新Dirichlet级数Σ_(n=0)~∞a_ne~(λns)的收敛横坐标.数学学报(中文版),2018(02):347-352.(AII)
[41]徐洪焱,孔荫莹*,崔永琴.Dirichlet级数及其Dirichlet-Hadamard乘积的增长性.数学年刊A辑(中文版),2018,39(01):77-86.(BI)
[40] HongYan Xu, YinYing Kong*,The approximation of Laplace–Stieltjes transformations with finite order on the left half plane,C. R. Acad. Sci. Paris, Ser. I 356 (2018) 63-76(SCI,BII)
[39]HongYan Xu, YinYing Kong*,The approximation of analytic function defined by Laplace-Stieltjes transformations convergent in the left half-plane,Houston Journal of Mathematics. Volume 43, No. 3,(2017)783-806.(SCI,BII)
[38]Sun D, Huo Y, Kong Y* Chai F, The Integration of algebroidal functions, Acta Mathematica Scientia. 2017,37B(6):1861–1869(SCI,BII)
[37] Xu H Y, Kong Y Y*, Wang H. The approximation problem of Dirichlet series with regular growth. Journal of Computational Analysis and Applications, 2017,23(6):1016-1028(SCI,BII)
[36] Huo Y, Kong Y*. Distribution of branch points of some algebroid functions in the unit disc. Complex Variables and Elliptic Equations, 2017, 62(4): 566-581.(SCI,BII)
[35] Yinying Kong,Xiaojing Guo,Daochun Sun*,On algebraic solutions of the second-order complex differential equations with entire algebraic element coefficients,Acta Mathematica Scientia,2016, 36B(3):733-739(SCI,BII)
[34]孔荫莹, 霍颖莹,右半平面解析的Laplace-Stieltjes变换的广义级与型, 数学学报中文版,2016,59(1),91-98.(AII)
[33]Qiaohua Yang*, DanSu, Yinying Kong, Sharp Moser–Trudinger inequalities on Riemannian manifolds with negative curvature,Annali di Matematica (2016) 195:459–471(SCI,BI)
[32]Huo Yingying,Kong Yinying*. On the Generalized Order of Dirichlet Series,Acta Mathematica Scientia. 2015,35B(1):133–139(SCI,BII)
[31] Qiaohua Yang, DanSu, Yinying Kong*, Improved Hardy inequalities for Grushin operators,J. Math.Anal.Appl 424 (2015) 321–343(SCI,AII)
[30]罗茜,刘兴臻,孔荫莹*在全平面上解析的Laplace-Stieltjes变换的正规增长性,数学杂志,Vol. 34 ( 2014 ),No. 6,1181-1186.
[29]孔荫莹,刘兴臻,单位圆内亚纯函数的Nevanlinna不等式和相关的奇异半径, 数学年刊A辑,2014,35A(3):351-360(BI)
[28]洪勇*,孔荫莹,含变量可转移函数核的Hilbert型级数不等式,数学物理学报,2014,34A(3):708-715(BI)
[27]Qiaohua Yang*, DanSu, Yinying Kong. Hardy inequalities on riemannian manifolds with negative curvature, Communications in Contemporary Mathematics 2014,16(02), 1350043(SCI,BI)
[26]孔荫莹,邓冠铁,Dirichlet级数的Dirichlet-Hadamard乘积, 数学年刊A辑, 2014,35A(2), 145-152(BI)
[25]QiaohuaYang, DanSu,YinyingKong*, On a Sobolev inequality with remainder terms in the Grushin plane,J. Math.Anal.Appl., 412 (2014) 360-368 (SCI,AII)
[24]HuoYingying,Kong Yinying*. On generalized orders and generalized types of Dirichlet series in the right half-plane. Acta Mathematica Scientia 2014,34B(1):175-182(SCI,BII)
[23] Yinying Kong*, Yan Yang. On the growth properties of the Laplace–Stieltjes transform. Complex Variables and Elliptic Equations , 2014Vol. 59, No. 4, 553-563(SCI,BII)
[22]孔荫莹,邓冠铁,李真.圆内拟亚纯映射的Julia半径和Nevanlinna半径,北京师范大学学报,2013,49(1),11-13
[21] Yinying Kong, Daochun Sun*. On global meromorphic solutions of second-order linear differential equations with meromorphic coefficients, Acta Mathematica Scientia 2013,33B(2), 423-429(SCI,BII)
[20]洪勇*,孔荫莹,一类具有可转移变量核的Hilbert型积分不等式,应用数学,2013,26(3),616-621.
[19]孔荫莹.平面上解析的无穷级Laplace-Stieltjes变换,数学学报中文版,2013,56(1),53-60.(AII)
[18]孔荫莹.单位圆内代数体函数关于重级的T半径, 数学年刊, 2012,33A(6),719-726(BI)
[17]Yinying Kong. Borel radius and T-radius of the algebroidal function in the unit disc. Acta Mathematica Scientia 2012,32B(5),1805-1812.(SCI,BII)
[16]罗茜,孔荫莹. 全平面上慢增长的Laplace-Stieltjes变换的级与型,数学物理学报2012,32A(3),601-607. (BII)
[15]孔荫莹,霍颖莹.慢增长的随机Dirichlet级数.数学年刊,2012,33A(3),323-328.(BI)
[14] Kong yinying*, Gan huilin. The Borel radius and the S radius of the K-quasimeromorphic mapping in the unit disc. Bull. Malays. Math. Sci. Soc. (2) 35(3) (2012), 819-827.(SCI,AII)
[13]孔荫莹.半平面解析的无穷级Laplace-Stieltjes变换.数学学报中文版, 2012,55(1),141-148.(AII)
[12]孔荫莹,孙道椿.二阶复方程的亚纯元素解及代数元素解,数学年刊,2011, 32A(4),489-496.(BI)
[11]孔荫莹.单位圆内代数体函数的T半径.数学学报中文版, 2011,54(2),257-264.(AII)
[10]孔荫莹.圆内拟亚纯映射关于型函数的奇异半径.数学物理学报, 2010,30A(6):1640–1647(BII)
[9] Huo Yingying,Kong Yinying,On filling discs in the strong Borel direction of algebroid function with finite order, Bull. Korean Math. Soc. 47 (2010), No. 6, pp. 1213-1224(SCI,BII)
[8] Kong yinying*, Gan huilin. On orders and types of Dirichlet series of slow growth.Turk J. Math. 34 (2010), 1-11.(SCI,BII)
[7]孔荫莹. Dirichlet-Hadamard乘积的q-级与q-型. 数学学报中文版, 2009, 52(6),1165-1172.(AII)
[6]孔荫莹. 单位圆内有限级拟亚纯映射在Borel半径上的充满圆. 系统科学与数学. 2008, 28(10),1255-1261
[5] Kong Yinying. On filling discs in Borel radius of meromorphic mapping with finite order in the unit circle. J. Math.Anal.Appl.344 (2008) 1158-1164(SCI,AII)
[4]孔荫莹*,孙道椿. On Type-function and the growth of Laplace-Stieltjes Transformations convergent in the right half-plane(英). 数学进展,2008,37(2),197-205.
[3]Kong Yinying*, Sun Daocun. On the growth of zero order Laplace-Stieltjes Transforms convergent in the right half-plane.Acta Mathematica Scientia,2008,28B(2),431-440 .(SCI,BII)
[2]Sun Daochun, Kong Yinying*. The growth of algebroidal function.J. Math.Anal.Appl.332 (2007) 542-550(SCI,AII)
[1]孔荫莹,孙道椿.关于两类狄里克莱级数系数的重排[J].数学的实践与认识,2005,(11):190-195.
经济类论文: 1.孔荫莹,邓浩东,张宇科.基于自适应法律动态异构图表示学习的司法案例推荐模型[J].华南师范大学学报(自然科学版),2025,57(03):99-111. 2.孔荫莹,黄志花,邓浩东,等.基于深度强化学习下的股票量化交易算法设计[J].南昌大学学报(理科版),2024,48(01):24-29+35. 3.孔荫莹,柯锐恺,胡亚美等.基于股票各板块内部的单向自适应图神经网络的股价预测模型[J].华南师范大学学报(自然科学版),2023,55(04):100-107. 4.梁思茵,孔荫莹*,邹美靓等.基于空间异质性的珠三角城市群碳排放驱动因素研究[J].环境科学学报,2023,43(11):237-244. 5.LIANG Weiqi, KONG Yinying*, HUANG Jiankui, ZENG Jiajun. Research on the Evaluation of the Developmental Potential in Guangdong's Listed High-Tech Enterprises under the Policy of Guangdong-Hong Kong-Macao Greater Bay Area., ESMA 2019 (EI) 6.何明智,孔荫莹*,何子君,潘舜希,黎中彦.粤港澳大湾区金融失衡指数的构建及其应用[J].南昌大学学报(理科版),2019,43(01):34-40. 7.李雄英,孔荫莹*,梁伟琪.我国科研产出成果评价标准研究——基于稳健因子分析[J].南昌大学学报(理科版),2018,42(05):490-494. 8.李广析,孔荫莹,商业银行金融资源与实体经济的配置效率测度——基于贷款结构和盈利模式差异的视角[J],江汉论坛,2016(7),62-68.(CSSCI) 9.李广析,孔荫莹*,区域生态效率对环境生命周期影响的门槛效应---以广东省要素差异为例[J],统计与管理,2016(6),58-62 (CSSCI)
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