C.S. Ding, R.R. Deokar, H.J. Lian, Y.J. Ding, G.Y. Li, X.Y. Cui, K.K. Tamma. S.P.A. Bordas. Resolving high frequency issues via proper orthogonal decomposition based dynamic isogeometric analysis for structures with dissimilar materials. Computer Methods in Applied Mechanics and Engineering. 359(2020)112753.
 C.S. Ding, R.R. Deokar, Y.J. Ding, G.Y. Li, K.K. Tamma, X.Y. Cui, S.P.A. Bordas. Model order reduction accelerated Monte Carlo stochastic isogeometric method for the analysis of structures with high-dimensional and independent material uncertainties. Computer Methods in Applied Mechanics and Engineering, 349(2019) 266-284.
 C.S. Ding, X.B. Hu, X.Y. Cui, G.Y. Li, Y. Cai, K.K. Tamma, Isogeometric generalized nth order perturbation-based stochastic method for exact geometric modeling of (composite) structures: Static and dynamic analysis with random material parameters. Computer Methods in Applied Mechanics and Engineering, 346(2019) 1002-1024.
 C.S. Ding, X.Y. Cui, G.Y. Huang, G.Y. Li, K.K. Tamma, Exact and efficient isogeometric reanalysis of accurate shape and boundary modifications. Computer Methods in Applied Mechanics and Engineering,318(2017) 619-635.
 C.S. Ding, K.K. Tamma, H. Lian, Y. Ding, T.J. Dodwell, S.P.A. Bordas, Uncertainty Quantification of spatially uncorrelated loads with a reduced-order stochastic isogeometric method. Computational Mechanics 67 (2021) 1255–1271.
 C.S. Ding, X.Y. Cui, R.R. Deokar, G.Y. Li, Y. Cai, K.K. Tamma, Proper orthogonal decomposition Monte Carlo simulation based isogeometric stochastic method for material, geometric and force multi-dimensional uncertainties. Computational Mechanics, 63(3) (2019)521-533.
 C.S. Ding, X.Y, Cui, G.Y. Li, Accurate analysis and thickness optimization of tailor rolled blanks based on isogeometric analysis. Structural and Multidisciplinary Optimization, 54(4) (2016) 871-887.
 C.S. Ding, K.K. Tamma, Y.J. Ding, X.Y. Cui, G.Y. Li, S.P.A. Bordas. A n-th order perturbation based stochastic isogeometric method for quantifying geometric uncertainty in shell structures. Advances in Engineering Software, 148 (2020) 102866.
 C.S. Ding, X.Y. Cui, R.R. Deokar, G.Y. Li, Y. Cai, K.K. Tamma, Modeling and simulation of steady heat transfer analysis with material uncertainty: Generalized nth order perturbation isogeometric stochastic method. Numerical Heat Transfer, Part A: Applications. 74(09) (2018)1565-1582. (IF= 2.928, JCR Q2)
 C.S. Ding, X.Y. Cui, R R. Deokar, G.Y. Li, Y. Cai, K.K. Tamma, An isogeometric independent coefficients (IGA-IC) reduced order method for accurate and efficient transient nonlinear heat conduction analysis. Numerical Heat Transfer, Part A: Applications, 73(10) (2018) 667-684.
 C.S. Ding, X.Y. Cui, G.X. Huang, G.Y. Li, K.K. Tamma, Isogeometric independent coefficients method for fast reanalysis of structural modifications. Engineering Computations. 37(4) (2019) 1341-1368.
 C.S. Ding, X.Y. Cui, G.X. Huang, G.Y. Li, Y. Cai, K.K. Tamma, A gradient-based shape optimization scheme via isogeometric exact reanalysis. Engineering Computations, 35 (8) (2018) 2696-2721.
 C.S. Ding, X.Y. Cui, G.Y. Li, A multi-level refinement adaptive scheme with high efficiency and accuracy, Engineering Computations, 33(7) (2016) 2216-2236.
 B. Wang, Y. Cai*, X.Y. Cui, C.S. Ding*, Z.C. Li，Stochastic stable node-based smoothed finite element method for uncertainty and reliability analysis of thermo-mechanical problems. Engineering Analysis with Boundary Elements 114 (2020) 23-44.
 L.L. Chen, Y. Zhang, H. Lian∗, E. Atroshchenko, C.S. Ding∗, S.P.A. Bordas, Seamless integration of computer-aided geometric modeling and acoustic simulation: isogeometric boundary element methods based on Catmull-Clark subdivision surfaces. Advances in Engineering Software 149 (2020). 102879.