Name：Xiongtao Zhang 

Title：Associate professor 
Gender：male 
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Email：Zhangxiongtao1987@gmail.com 
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Basic： Kinectic dynamics,Hyperbolic partial differential equations, collective dynamics of complex systems, particle dynamics and meanfield theory. 
Educational background： • B.S. Mathematics, Wuhan University, July 2009. • Ph.D. Mathematics, National University of Singapore, July 2014. – Thesis Title: On Rayleigh wave and Lamb’s problem – Thesis Advisor : Prof. ShihHsien Yu.

Work experience： • Teaching Assistant, Department of Mathematics,National University of Singapore, 2010. 8 – 2013. 7. – Tutor of subject: Calculus, Discrete Structure and Partial Differential Equations. – Grader of subject: Calculus, Financial Mathematics, Algebra, Analysis. • Research Assistant (Parttime), Department of Mathematics, National University of Singapore, 2013. 8 – 2014. 7. 
Research fields： • Boundary effects and surface wave in hyperbolic systems. • Asymptotic behaviors on the dynamical systems describing emergent phenomena, which arises from the engineering , physical and biological applications (e.g. Kuramoto model, Winfree model, CuckerSmale model, etc.). • Derivability of kinetic equation from particle system with or without noise: uniform meanfield limit and uniform stability of particle system and correspondingasymptotical behavior of measure valued solution. • Wellposedness of the solutions to kinetic equations and kineticfluid coupled system: Vlasovtype equation (e.g. Kinetic CuckerSmale model, Kinetic Kuramotomodel, Kinetic Winfree model, etc.), VlasovFokkerPlanck equation (e.g. Kinetic CuckerSmale model with diffusion).

Scientific achievements： • Emergent dynamics in the interactions of CuckerSmale ensembles (with S.Y. Ha, D. Ko and Y. Zhang). To appear in Kinetic and Related Models. • Collective synchronization of classical and quantum oscillators (with S.Y. Ha, D. Ko and J. Park). EMS Surv. Math. Sci. 3 (2016), no. 2, 209–267. • Emergent Dynamics of CuckerSmale flocking particles in a random environment(with S.Y. Ha, S. E. Noh, J. Jeong, Q. Xiao).J. Differential Equations 262 (2017), no. 3, 2554–2591. • Timeasymptotic interactions of two ensembles of CuckerSmale flocking particles (with S.Y. Ha, D. Ko and Y. Zhang). submitted. • Uniform stability of the CuckerSmale model and its applicaiton to the meanfield limit (with S.Y. Ha and J. Kim). submitted. • Emergent dynamics of Cucker–Smale particles under the effects of random communication and incompressible fluids (with S.Y. Ha and Q. Xiao) submitted • A global wellposedness of the kinetic CuckerSmale flocking model with chemotactic movements (with C. Chen and S.Y. Ha). submitted. • Boundary effect in Lamb’s problem (with H. Wang and S. Yu). preprint. • On the global wellposedness for the kinetic Winfree model in a large coupling strength regime (with D. Amadori, S.Y Ha and J. Park). preprint. • Uniform stability of Temperature Cucker Smale Model (with S.Y. Ha, J. Kim, C. Min and T. Ruggeri). preprint. • Relation between first and second order system and its applications (with S.Y. Ha and J. Park). preprint. • Flocking emergence of hydrodynamic CuckerSmale model near vacuum (with S. Y. Ha). preprint. • Asymptotic alignment of particle and kinetic models with attractiverepulsive couplings (with S.Y. Ha, K.K. Kang, and J. Park). Preprint. 
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