个人简介
1980年4月出生,副教授,江苏科技大学理学院教师。主要承担本科生《高等数学》、《概率论与数理统计》、《线性代数》与博士生《随机过程》等课程教学工作,开展非线性随机动力学与概率论极限理论方向的科研工作。近年来以第一作者发表国内外科研论文90篇,其中SCI检索20余篇。主持中国博士后面上项目一项,江苏省高校面上项目2项。获得镇江市优秀科技论文一等奖和三等奖各一次,并获得南航博士“科研创新先进个人”荣誉称号。担任美国《Math. Review》评论员,《J. Math.Anal. Appl.》、《Physica A》、《Euro.Phys.J B》、《Mod.Phys.Lett. B》、《Bulletin of Iranian Mathematical Society》、《Pakistan Journal of Statistics》、《物理学报》、《复杂系统与复杂性科学》等国内外十几种杂志的审稿人。
教育及学习经历
1998/09-2002/07,南京师范大学,数学科学学院,本科,数学教育专业
2002/09-2005/06,江苏大学,理学院,硕士,应用数学专业
2009/04-2014/10,南京航空航天大学,航空宇航学院,博士,一般力学与力学基础专业
研究领域
开展非线性随机动力学与概率论极限理论方向的科研工作
近期论文
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(1) Wang Kang-Kang(#)(*), Zong D.C.,Li S.H.,Stochastic Dynamical Characteristics for a Time-delayed Insect Outbreak Model Driven byCorrelated Multiplicative and Additive Noises.,Journal of Statistical Mechanics:Theory and Experiment,2015,9:P09002 (SCI)
(2) Wang Kang-Kang(#)(*), Zong D.C., Li S.H.,Impact of two types of time delays and cross-correlated multiplicative and additive noises on stability and stochastic resonance for a metapopulation system.,Chaos, Solitons and Fractals,2016,91:235~247 (SCI)
(3) Wang Kang-Kang(#)(*), Wang Y.J., Li S.H.,Stochastic stability and state shifts for a time-delayed cancer growth system subjected to correlated multiplicative and additive noises,Chaos, Solitons and Fractals,2016,93:1~13 (SCI)
(4) Wang Kang-Kang(#)(*), Zong D.C.,Zhou Y. Stochastic dynamical features for a time-delayed ecological system of vegetation subjected to correlated multiplicative and additive noises,Chaos, Solitons and Fractals,2016,91:490~502 (SCI)
(5) Wang Kang-kang(#)(*), Zong D.C.,Wang Y.J., Li S.H.,Combined action of time-delay and colored cross-associated multiplicative and additive noises on stability and stochastic resonance for a stochastic metapopulation system.,European Physical Journal B.,2016,89:122 (SCI)
(6) Wang Kang-Kang(#),Liu X.B.,Stochastic resonance and stability for a time-delayed cancer growth system subjected to multiplicative and additive noises,Physica. Scripta,2015,90:085201 (SCI)
(7) Wang Kang-Kang(#),Liu X.B.,Zhou Y. Stochastic resonance and stability for a stochastic metapopulation system subjected to non-Gaussian noise and multiplicative periodic signal.,Physica. Scripta,2015,90:085002 (SCI)
(8) Wang Kang-Kang(#)(*), Wang Y.J.,Wu J.C.,Stochastic resonance and stability for an ecological vegetation growth system driven by colored noises and multiplicative signal.,Modern Physics Letters. B,2016,30(24):1650308 (SCI)
(9) Wang Kang-Kang(#), Zong D.C.,Liu X.B.,Stability and mean extinction time for a metapopulation systemsubjected to two kinds of time delays and associated multiplicative and additive noises,Modern Physics Letters. B.,2015,29(4):1550005 (SCI)
(10) Wang Kang-Kang(#),Liu X.B., Li S.H.,Stochastic resonance for a metapopulation system subjected to correlated coloured noises.,Modern Physics Letters. B,2013,27(18):1350136 (SCI)
(11) Wang Kang-Kang(#)(*), Wang Y.J., Li S.H.,Wu J.C.,Mean extinction time and stability for a metapopulation system subjected to correlated Gaussian and non-Gaussian noises.,Chinese Journal of Physics,2016,54(2):205~215(SCI)
(12) Wang Kang-Kang(#),Liu X.B.,Effect of Time Delay andCross- Correlated Noises on Stochastic Resonance for a Metapopulation System with a Multiplicative Periodic Signal.,Chinese Journal of Physics,2015,53(1):020703 (SCI)
(13) Wang Kang-Kang(#),Liu X.B.,Stochastic resonance for the cancer growth system subjected to correlated multiplicative and additive noises.,Chinese Journal of Physics,2014,52(2):903~915 (SCI)
(14) Wang Kang-Kang(#),Liu X.B.,Mean Reproduction Time and Mean Decline Time for an Insect Outbreak Model Driven by Correlated Multiplicative and Additive Noises.,Chinese Journal of Physics,2014,52(4):1340~1353 (SCI)
(15) Wang Kang-Kang(#),Liu X.B.,Stochastic Resonance for a metapopulation system driven by multiplicative and additive coloured noises.,. Chinese Physics B,2014,23(1):010502 (SCI)
(16) Wang Kang-Kang(#),Liu X.B.,Stochastic Resonance for a Time-Delayed Metapopulation System Driven by Multiplicative and Additive Noises.,Chinese Physics Letters,2013,30(7):070504 (SCI)
(17) Wang Kang-Kang(#),Liu X.B.,Yang J.H,色交叉关联噪声作用下的集合种群的稳定性和平均灭绝时间,物理学报,2013,62(10):100502 (SCI,EI)
(18)Wang Kang-Kang(#)(*),A class of Generalized Shannon_McMillan theorems for arbitrary information source.,Turkish Journal of Mathematica.,2011.4.30,35(4):729~736 (SCI)
(19) Wang Kang-Kang(#)(*), Zong D.C,Some Shannon-McMillan Approximation theoems for Markov Chain Field on the Generalized Bethe Tree.,Journal of Inequalities and Applications.,2011.2.28,55(11):470910 (SCI)
(20) Wang Kang-Kang(#)(*),A Class of Strong Limit Theorems for Nonhomogeneous Markov Chains Indexed with the Generalized Bethe Tree on the Generalized Random Selection System.,Ukrainian Mathematical Journal.,2011.10.30,63(10):1336~1351 (SCI)