School of Mathematics and Physics

Projects

Projects per year 2009 2019 2020 2022 2023 2024 2028

• 24 Not started
• 94 Active
• 171 Finished

Projects per year

Search results

• Finished

  Optimization problems related to variational inequalities and their finite convergence analysis.?

  Liu, Y. & 王珮琬

  1/07/18 → 30/06/21

  Project: Governmental Research Project

  • Convergence Analysis 100%
  • Variational Inequality 100%

• Applications of rearrangement techniques in partial differential equations and optimization

  Liu, Y.

  1/07/18 → 30/06/21

  Project: Internal Research Project

  • Partial Differential Equation 100%

• One-shot device testing analysis based on Birnbaum-Saunders Distribution

  Zhu, X.

  1/06/18 → 31/05/22

  Project: Internal Research Project

• Impact of low birth rate on the future social economic development in Suzhou

  Kouwenhoven, T., Li, J. & III, E.

  3/05/18 → 25/09/18

  Project: Governmental Research Project

  • Social Economics 100%
  • Economic developments 100%

• Relative Hyperbolic Groups' Boundary theory and Applications

  Ye, S.

  1/01/18 → 31/12/21

  Project: Governmental Research Project

• Convergence Studies of Convolution Schwarz Waveform Relaxation Methods for Large Scale Delay Differential Equations,

  Wu, S. L., Xu, Y. & Zhang, H.

  1/01/18 → 31/12/21

  Project: Governmental Research Project

  • Convolution 100%
  • Relaxation Method 100%
  • Delay-Differential Equation 100%
  • Relaxation Training 100%

• The abundance problem of algebraic threefolds in positive characteristics"

  Xu, J.

  1/01/18 → 31/12/21

  Project: Governmental Research Project

• Fundamental groups of low-dimensional manifolds and their subgroup structures

  Ye, S.

  1/01/18 → 31/12/21

  Project: Governmental Research Project

  • Fundamental Group 100%
  • Dimensional Manifold 100%

• Some Problems associated with two-parameter Fleming-Viot process

  Zhou, Y., 王艳清 & 刘晔诚

  1/01/18 → 31/12/20

  Project: Governmental Research Project

• Direct Discontinuous Galerkin Methods for Interface Problems and Applications

  Huang, H. & Zhang, H.

  1/01/18 → 31/12/21

  Project: Governmental Research Project

  • Galerkin Method 100%
  • China 100%
  • Natural Science 100%
  • Discontinuous Galerkin 100%

• Some questions on actions of non-linear algebraic groups

  Xu, J.

  1/01/18 → 31/12/20

  Project: Governmental Research Project

  • Nonlinear 100%
  • Linear Algebraic Groups 100%

• Multi-objects detection and recognition based on deep learning

  Zhang, R., Wei, F., 黄开竹 & 杨曦

  1/09/17 → 31/08/19

  Project: Governmental Research Project

  • Deep Learning Method 100%

• Stability of one-dimensional and multi-dimensional traveling waves of reaction diffusion system in exponentially weighted norms

  Yang, X.

  1/07/17 → 30/06/20

  Project: Internal Research Project

  • Traveling Wave 100%
  • Reaction-Diffusion System 100%
  • One Dimensional 100%

• Multi-Domain Collective Classification Based on Deep Neural Networks

  Huang, K., Zhang, R., Jiang, H., Yang, X., Wu, L. & Xie, Y.

  1/07/17 → 30/06/19

  Project: Governmental Research Project

  • Deep Neural Network 100%

• Fast modeling and calculation for heterogeneous big data based on incomplete information splitting

  Zhu, S., Niu, Q., Ma, F., Liu, G. & Liang, H.

  1/07/17 → 30/06/20

  Project: Governmental Research Project

  • Big Data 100%
  • Incomplete Information 100%

• Intelligent Scene Understanding Based on Deep Neural Networks

  Huang, K., Lim, E. G., Niu, Q., Zhang, R., Wang, Q., Xiao, J. & Ma, J.

  1/07/17 → 30/06/20

  Project: Internal Research Project

  • Deep Neural Network 100%

• Valuation and Risk Management of Volatility Derivatives under Lévy Processes

  Hong, Y.

  1/04/17 → 31/03/21

  Project: Internal Research Project

• Optimized Schwarz Methods for Curved Interfaces and Variable Coefficient Problems: Theory and Applications

  Xu, Y., Wu, S. L. & Zhang, H.

  1/01/17 → 31/12/20

  Project: Governmental Research Project

• Design and Analysis of Parallel Algorithms for Time Integration

  Zhang, H.

  1/01/17 → 31/12/19

  Project: Governmental Research Project

  • Natural Science 100%

• Two-echelon Multi-depot Heterogeneous Vehicle Routing with Time Windows

  Wen, M., Zhang, R., Liu, Y. & Roberti, R.

  1/01/17 → 31/12/19

  Project: Governmental Research Project

  • Vehicle Routing 100%

• Discovering planetary companions using Transit Timing Variations

  Kouwenhoven, T.

  1/01/17 → 31/12/19

  Project: Internal Research Project

• Weakly sharp solutions of variational inequalities

  Liu, Y. & 杨雨润

  1/09/16 → 31/08/18

  Project: Governmental Research Project

  • Variational Inequality 100%

• Spectroscopy study of two-dimensional electron gas in AlInN/GaN heterojunction

  Zheng, C., Yu, H., 梁锦君, 赵燕 & 王俊

  1/09/16 → 31/08/18

  Project: Governmental Research Project

  • Heterojunction 100%

• Modeling Real Estate Bubbles/Anti-bubbles in China: Multi-Dimensional Log-Periodic Power Law model

  Zong, L., AhmetGoncu & Kan, C.

  1/07/16 → 30/06/20

  Project: Governmental Research Project

  • Log Periodic 100%
  • Power Law Model 100%

• Suzhou Municipal Key Laboratory of Cognitive Computation and Applied Technology

  Wang, Q., Ma, F., Zhai, Y., Xiao, J., Liu, W., Zhang, R., Ting, T. O., Fei, J., Lim, E. G., Yue, Y., Guan, S., Man, K. L., Wu, Y., Liang, H. N., Wang, Z., Liu, G., Niu, Q., Wen, H., Xu, M., Wen, M., Huang, K., Liu, D., Du, Y., uk, S., Zhang, B., TAYAHI, M., Tillo, T. & Lu, S.

  1/07/16 → 30/06/19

  Project: Governmental Research Project

  • Applied Technology 100%

• Structure of the Pieri Algebras for Symplectic Groups and Orthogonal Groups

  Wang, Y.

  1/01/16 → 31/12/18

  Project: Governmental Research Project

  • Symplectic Group 100%
  • Orthogonal Group 100%

• An Emergent Topological Model of Particle Physics and its Implications to Non-Commutativity in Quantum Spacetime

  Gresnigt, N., Ye, S. & Blake, A.

  1/01/16 → 31/12/18

  Project: Governmental Research Project

  • Particle Physics 100%

• Further Study of Theory and Algorithms for Variational Inequality Problems

  Wu, Z.

  1/01/16 → 30/09/19

  Project: Internal Research Project

  • Variational Inequality Problem 100%

• High performance preconditioning for multigroup radiation diffusion equations

  Zhu, S., 骆龙山 & 王瑞星

  1/01/16 → 31/12/18

  Project: Governmental Research Project

  • Facilitated Diffusion 100%

• The evolution of planetary systems: from their birth in dense stellar environments to their observable properties today

  Kouwenhoven, T., 王龙, 郑晓晨, 李云, 刘倍贝 & 舒琦

  1/01/16 → 31/12/19

  Project: Governmental Research Project

  • Planetary System 100%

• Cohomologicaly dimension and Quillen's plus construction

  Ye, S. & Kong, X.

  1/01/16 → 31/12/18

  Project: Governmental Research Project

• Investigation of polariton behavior and exciton-phonon interaction in zinc oxide under two-photon excitation

  Zheng, C., Ma, E., Liang, J., Wang, J., Yao, J. & Zhao, Y.

  1/01/16 → 31/12/18

  Project: Governmental Research Project

  • Zinc Oxide 100%
  • Two-Photon Microscopy 100%

• An Emergent Topological Model of Particle Physics

  Gresnigt, N.

  1/08/15 → 31/07/17

  Project: Internal Research Project

  • Particle Physics 100%

• Assessment of Margin Performance China's Futures Markets: Standards, Adequacy and Evaluation

  Hong, Y., Chen, Q., Wei, F. & Zhou, S.

  1/08/15 → 31/07/18

  Project: Governmental Research Project

• Regularization method for iniage restoration

  Liang, H. & Ma, F.

  1/07/15 → 30/06/19

  Project: Governmental Research Project

  • Regularization Method 100%

• Option Pricing using the Continuous Hidden-Threshold-Skew-Normal Distribution

  Belhachemi, R.

  1/06/15 → 28/02/17

  Project: Internal Research Project

• The maximum likelihood identification methods based on the information filtering

  Chen, F.

  1/05/15 → 1/05/16

  Project: Governmental Research Project

  • maximum-likelihood 100%
  • Innovation Program 100%
  • Filtration 100%

• Optical properties of InPBi alloys under hydrostatic pressure

  Zheng, C., Wang, J., Wang, S. & Xu, S.

  1/04/15 → 30/04/17

  Project: Governmental Research Project

• Geometry of Submanifolds in Complex Grassmann Manifolds

  Fei, J. & Liu, G.

  1/01/15 → 31/12/17

  Project: Governmental Research Project

  • Manifold 100%
  • Submanifold 100%
  • Grassmann 100%

• Cross-domain and Collective Pattern Classification Theory and Applications

  Huang, K., Zhang, R., Mu, T., Chen, Z., Li, Y., Jie, R., Tian, P., Xue, B., Chen, G. & Yang, X.

  1/01/15 → 31/12/18

  Project: Governmental Research Project

  • Classification Theory 100%
  • Pattern Classification 100%

• Statistical modeling of the morphology of neurons and of brain connections

  Grange, P.

  1/01/15 → 31/12/16

  Project: Internal Research Project

  • Statistical Modeling 100%

• Structure of Pieri Algebras for Symplectic Groups and Orthogonal Groups

  Wang, Y.

  1/09/14 → 31/07/17

  Project: Internal Research Project

  • Symplectic Group 100%
  • Orthogonal Group 100%

• Bayesian Computation for Electrical Impedance Tomography

  Ma, E.

  1/08/14 → 31/07/16

  Project: Internal Research Project

  • Electrical Impedance 100%
  • Tomography 100%

• Matrix Group actions on manifolds

  Ye, S.

  1/07/14 → 30/06/17

  Project: Governmental Research Project

  • Manifold 100%
  • Matrix Group 100%

• Robust Imbalanced Learning Based on Min-Max Theory and Its Application

  Zhang, R. & Liang, H.

  1/07/14 → 31/12/16

  Project: Governmental Research Project

  • Min-Max 100%

• The asymptotic behavior of minimizers of Mumford-Shah functional at the crack-tip.

  Mikayelyan, H.

  1/05/14 → 31/07/15

  Project: Internal Research Project

  • Crack Tip 100%
  • Minimizer 100%
  • Asymptotic Behavior 100%

• Fundamental Groups of manifolds with given homology groups

  Ye, S.

  1/03/14 → 28/02/16

  Project: Internal Research Project

  • Homology Group 100%
  • Manifold 100%
  • Fundamental Group 100%

• Solving Minimization Problems in Image Processing and Compressive sensing

  Liang, H.

  1/03/14 → 28/02/17

  Project: Internal Research Project

  • Compressive Sensing 100%
  • Image Processing 100%
  • Minimization Problem 100%

• Some filtering decomposition type preconditioners for numerical solution of incompressible Navier-Stokes equations

  Niu, Q., Liu, G., Ma, F., Liang, H., Liu, L. & Zheng, J.

  1/01/14 → 31/12/16

  Project: Governmental Research Project

  • Numerical Solution 100%
  • Filtration 100%
  • Navier-Stokes Equation 100%

• Conference on Frontiers of Condensed MatterPhysics(smr2498

  Yu, H.

  1/11/13 → 31/12/13

  Project: Governmental Research Project