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陈伟

2019年04月17日 10:57

个人简介:

2014年6月毕业于华南理工大学理学院数学系,从事高维代数范畴化理论的研究,获博士学位。

2014年7月到2016年7月在华南理工从事博士后研究工作,主要从事量子信息和量子计算的研究。

2016年8月到东莞理工学院工作,现在的科研兴趣是量子计算,量子信息,进化算法以及量子进化算法。


个人联系方式:190779531@qq.com

      

发表的科研论文:

1.Simplex Search-Based Brain Storm Optimization. IEEE Access, 2018, 6(1), 75997-76006.

2.Two Possible Paradoxes in Numerical Comparisons of Optimization Algorithms. Intelligent Computing Theories and Application, 2018, 10955LNCS .

3. Generalized monogamy inequalities and upper bounds of negativity for multi-qubit systems. Physical Review A, 97(1),2018,012336.

4. Lower bound of multipartite concurrence based on sub-partite quantum systems. Quantum Information Processing2017, 16, 288:1-1

5. A groupoidification of the fermion algebra. International Journal of Theoretical Physics, 2017, 562071-2080.

6. Monogamy and polygamy for multi-qubit W-class states using convex-roof extended negativity of assistance and Rényi-α entropy. Quantum Information Processing2017,16,300:1-12.

7. A Simple Brain Storm Optimization Algorithm via Visualizing Confidence Intervals. Simulated Evolution and Learning2017, 27-38.

8. Some Research on Absolute Frobenius Morphism. Journal of Henan University(Natural Science)201747(5)627-630.

9. Lower bound on concurrence for arbitrary-dimensional tripartite quantum systems.  Quantum Information Processing, 2016, 15(9)3761-3771.

10. 2-Vertex Algebras Associated to Lie 2-Algebras. Journal of Henan University(Natural Science)201545(5)515-520.

11. Quantum field theory with a minimal length induced from noncommutative space. Communications in Theoretical Physics201461(5)605-610.

12. A diagrammatic approach to the categorical coherent state. Journal of Mathematical Physics, 2013, 54(11),113506:1-9.

13. Derived 2-Functors in (2-SGP), SCIENCE CHINA Mathematics, 2011, 54(12), 2537-2552.

14. Derived 2-Functors in (R-2-Mod). SCIENCE CHINA Mathematics, 2011, 41(11), 1001-1021.

参与科研项目:

1.国家自然科学基金范畴化量子力学中表象及其变换的研究No.11405060;

2.国家自然科学基金Cluster代数量子群及其在Donaldson-Thomas不变量中的应用No.11571119.

主教课程:


高等数学A,线性代数,概率论与数理统计,管理运筹学,运筹与优化课程设计,抽象代数