論文

• Y. Abe, Z. Sun, F. Xiao. Boundary variation diminishing algorithm for high-order local polynomial-based schemes, International Journal for Numerical Methods in Fluids, July 2020.  公式リンク  
  
• Ziyao Sun, Satoshi Inaba, Feng Xiao. Boundary Variation Diminishing (BVD) reconstruction: A new approach to improve Godunov schemes, Journal of Computational Physics, Vol. 322, pp. 309–325, Oct. 2016.  公式リンク  
  
• Ziyao Sun, Feng Xiao. A semi-Lagrangian multi-moment finite volume method with fourth-order WENO projection, International Journal for Numerical Methods in Fluids, 2016.  公式リンク  
  
• Z.Y. Sun, H.H. Teng, F. Xiao. A Slope Constrained 4th Order Multi-Moment Finite Volume Method with WENO Limiter, Communications in Computational Physics, Cambridge University Press, Vol. 18, pp. 901-930, Oct. 2015.  公式リンク  
  

国際会議発表 (査読有り)

• Z.Sun, S. Inaba, F. Xiao. An attempt to innovate Godunov Method, 12th World Congress on Computational Mechanics (WCCM XII) and 6th Asia-Pacific Congress on Computational Mechanics (APCOM VI), July 24-29, 2016, Seoul, Korea, July 2016.
• X.L. Li, Z.Y. Sun, F.Xiao, C.G.Chen, X.S.Shen, M.Xue. A New Atmospheric Dynamic Core using 4th Order Flux Reconstruction Method with WENO Limiting, 2015 SIAM Conference on Computational Science and Engineering, Mar. 14-18, 2015, Salt lake city, Utah, USA, 2015.
• F.Xiao, B. Xie, Z.Y. Sun. A Robust and Efficient Solver for Interfacial Multi-phase Flows on Unstructured Grids, 2015 SIAM Conference on Computational Science and Engineering, Mar. 14-18, 2015, Salt lake city, Utah, USA, 2015.

国際会議発表 (査読なし・不明)

• Ziyao Sun, Feng Xiao. A DERIVATIVE CONSTRAINED 4TH ORDER FLUX RECONSTRUCTION METHOD, International Conference on Progress in Fluid Dynamics and Simulation, October 25-27, 2014., 2014.

学位論文

• New frameworks of high resolution schemes for Euler equations,  Summary,  Doctor (Science),  Tokyo Institute of Technology,  2017/03/26,   
• New frameworks of high resolution schemes for Euler equations,  Exam Summary,  Doctor (Science),  Tokyo Institute of Technology,  2017/03/26,   
• New frameworks of high resolution schemes for Euler equations,  Thesis,  Doctor (Science),  Tokyo Institute of Technology,  2017/03/26,   

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