香香腐宅

解烈军 - 副教授
2019-03-11 13:33
阅读次数:

基本信息:

姓名:解烈军

专业:计算数学

职称:副教授

E-mailxieliejun@xxfz.org or xieliejun@hotmail.com

办公室:东校区9号楼312-4

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17. Wen Jin , Lie-Jun Xie*, Improved RIC bounds in terms of $\delta_{3s}$ for two optimal thresholding algorithms, IEEE Signal Process. Lett., 2026, 33:783-787. []

16. Lie-Jun Xie*, Wen Jin , From theoretical guarantee to practical performance: selectable and optimal step-lengths for IHT and HTP algorithms in compressed sensing, Comput. Appl. Math., 2025, 44, Art. no. 1. []

15. Wen Jin , Lie-Jun Xie*, Momentum-based iterative hard thresholding algorithm for sparse signal recovery, IEEE Signal Process. Lett., 2025, 32:1346-1350. []

14. Lie-Jun Xie, Jin-Ping Wang*, ]

13. Lie-Jun Xie*, Jin-Ping Wang, Convergence analysis for support recovery with quasi-Newton hard thresholding-based algorithm, Filomat, 2025, 39(15): 5109-5120. []

12. Lie-Jun Xie, Improved RIC bounds in terms of $\delta_{2s}$ for hard thresholding-based algorithms, IEEE Signal Process. Lett., 2023, 30:21-25. []

11. Lie-Jun XieAn effective algorithm for solving a system of Lane-Emden equations arising from catalytic diffusion reactionsEng. Lett., 2023, 31(4): 1798-1803. []

10. Xi-Wen Zhang, Lie-Jun Xie,]

9. Jing Bu, Lie-Jun Xie, Jin-Ping Wang*, Sufficient conditions on stable reconstruction of weighted problem, Appl. Anal., 2022, 101(16):5674- 5683. []

8. Min Fu, Jia-Jun Hao, Lie-Jun Xie, Jin-Ping Wang*, Exact support recovery of sparse signals from noisy measurements, Acta Math. Sci., Series A, 2021, 41A(5): 1555-1565. []

7. Cai-Lian Zhou, Song Xu, Lie-Jun Xie*, Linear Fredholm integro-differential- difference equations and their effective computationProc. Natl. Acad. Sci., India, Sect. A, 2021, 91(3):475-486. []

6. Lie-Jun Xie*, Cai-Lian Zhou, Song Xu, Solving the systems of equations of Lane-Emden type by differential transform method coupled with Adomian polynomials, Mathematics, 2019, 7(4):377. []

5. Lie-Jun Xie*, Cai-Lian Zhou, Song Xu, An effective computational method for solving linear multi-point boundary value problems, Appl. Math. Comput., 2018, 321:255-266. []

4. Lie-Jun Xie*, Cai-Lian Zhou, Song Xu, A new computational approach for the solutions of generalized pantograph-delay differential equations, Comput. Appl. Math., 2018, 37:1756-1783. []

3. Lie-Jun Xie*, Cai-Lian Zhou, Song Xu, An effective numerical method to solve a class of nonlinear singular boundary value problems using improved differential transform method, SpringerPlus, 2016, 5:1066. []

2. Lie-Jun Xie*, Cai-Lian Zhou, Song Xu, A new algorithm based on differential transform method for solving multi-point boundary value problems, Int. J. Comput. Math. 2016, 93(6):981-994. []

1. Lie-Jun Xie]

科研项目:

1. 国家自然科学基金面上项目:大规模多重非型结构复合优化的一阶算法及应用研究,20241月—202712月,参加,2/5.

2. 国家自然科学基金面上项目:SPECT图像处理与重建的压缩感知优化方法研究,20211月—202412月,参加,2/8.

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4. 指导学生完成国家级大学生创新创业训练计划项目1项、香香腐宅 SRIP项目2项;指导学生发表SCI论文4篇、《高等数学研究》期刊论文1.

获奖情况:

1. 2020年:第三届真诚奖教金“耕耘教学奖”(独立完成人).

2. 2015年:“高等数学C”获2013-20142014-2015学年香香腐宅 学生最满意课程(独立完成人). 

3. 2012年:“高等数学课程教学改革的探索与实践”获香香腐宅 教学成果奖二等奖(第一完成人). 

4. 2012年:香香腐宅 课堂教学优秀奖二等奖(独立完成人). 

5. 2012年:获香香腐宅 教坛新秀荣誉称号(独立完成人). 

6. 2008年:数学应用软件教学创新与实践获香香腐宅 教学创新奖二等奖(第一完成人).

7. 2007年:香香腐宅 课堂教学优秀奖三等奖(独立完成人).

教学状况:

主讲本科生《数值分析》《高等数学》和《线性代数》,研究生《压缩感知数学导论》等课程.

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