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Xu Ming

      

About

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  • Office: Room 1005, Science Building B
  • Address: North ZhongshanRoad 3663, Shanghai 200062, China

Education

WorkExperience

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Other Appointments

Research Fields

Computer Algebra, Decision Procedures, Constraint Solving, Program Verification, Hybrid Systems, Probabilistic Model Checking, Quantum Computing

 

To graduate and undergraduate students:

If you are interested in basic research, and interested in joining my group (as Ph.D. student, Master student, or intern), please do not hesitate to contact me and show your talent!

 

Enrollment and Training

Course

Scientific Research

Academic Achievements

[0] J. Fu, C. Huang, Y. Li, J. Mei, M. Xu and L. Zhang (2023): Quantitative Controller Synthesis for Consumption Markov Decision Processes, Information Processing Letters, vol. 180, Article No. 106342.

[1] M. Xu, J. Fu, J. Mei and Y. Deng (2022): An Algebraic Method to Fidelity-based Model Checking over Quantum Markov Chains, Theoretical Computer Science, vol. 935: 61-81.

[2] M. Xu, J. Fu, J. Mei and Y. Deng (2022): Model Checking QCTL Plus on Quantum Markov Chains, Theoretical Computer Science, vol. 913: 43-72.

[3] M. Xu, J. Mei, J. Guan and N. Yu (2021): Model Checking Quantum Continuous-Time Markov Chains, in Proceedings of the 32nd International Conference on Concurrency Theory (CONCUR 2021), LIPIcs, vol. 203, Article No. 13, pp. 1-17, Schloss Dagstuhl.

[4] M. Xu, C. Huang and Y. Feng (2021): Measuring the Constrained Reachability in Quantum Markov Chains, Acta Informatica, vol. 58(6): 653-674.

[5] Y. Sun, M. Xu and Y. Deng (2021): An Optimal Quantum Error-Correcting Procedure Using Quantifier Elimination, Quantum Information Processing, vol. 20, Article No. 170.

[6] M. Xu and Y. Deng (2020): Time-bounded Termination Analysis for Probabilistic Programs with Delays, Information and Computation, vol. 275, Article No. 104634.

[7] P. Wang, H. Fu, K. Chatterjee, Y. Deng and M. Xu (2020): Proving Expected Sensitivity of Probabilistic Programs with Randomized Variable-Dependent Termination Time, in Proceedings of the ACM on Programming Languages, vol. 4, issue POPL, Article No. 25, pp. 1-30, ACM.

[8] C. Huang, M. Xu and Z. Li (2020): A Conflict-Driven Solving Procedure for Poly-Power Constraints, Journal of Automated Reasoning, vol. 64(1), 1-20.

[9] C. Huang, J. Li, M. Xu and Z. Li (2018): Positive Root Isolation for Poly-Powers by Exclusion and Differentiation, Journal of Symbolic Computation, vol. 85, 148-169.

[10] J. Li, C. Huang, M. Xu and Z. Li (2016): Positive Root Isolation for Poly-Powers, in Proc. 41st ISSAC, pp. 325-332, ACM.

[11] M. Xu, L. Zhang, D. N. Jansen, H. Zhu and Z. Yang (2016): Multiphase Until Formulas over Markov Reward Models: An Algebraic Approach, Theoretical Computer Science, vol. 611, 116-135.

[12] M. Xu, C. Huang, Z. Li and Z. Zeng (2016): Analyzing Ultimate Positivity for Solvable Systems, Theoretical Computer Science, vol. 609, part 2: 395-412.

[13] M. Xu, Z. Li and L. Yang (2015): Quantifier Elimination for a Class of Exponential Polynomial Formulas, Journal of Symbolic Computation, vol. 68, part 1: 146-168.

[14] M. Xu and Z. Li (2013): Symbolic Termination Analysis of Solvable Loops, Journal of Symbolic Computation, vol. 50: 28-49.

[15] Y. Gao, M. Xu, N. Zhan and L. Zhang (2013): Model Checking Conditional CSL for Continuous-Time Markov Chains, Information Processing Letters, vol. 113(1-2): 44-50.

Honor

10 Visits

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