Referred paper and preprints
- Xin-long Luo,Hang Xiao,The regularization continuation method with an adaptive time step control for linearly constrained optimization problems.[J].荷兰:Applied Numerical Mathematics,2022,181(6):255-276
- 罗新龙,肖航,Xin-long Luo and Hang Xiao, Continuation Newton methods with deflation techniques and quasi-genetic evolution for global optimization problems.[J]:arXiv preprint,2021:1-23
- 罗新龙,肖航,X.-L. Luo and H. Xiao Generalized continuation Newton methods and the trust-region updating strategy for the underdetermined system.[J]:Journal of Scientific Computing,2021:1-22
- 罗新龙,肖航,吕家辉,X.-L. Luo, H. Xiao and J.-H. Lv, Continuation Newton methods with the residual trust-region time-stepping scheme for nonlinear equations.[J].The Netherlands:Numerical Algorithms,2021:1-25
- 罗新龙,姚一炎,Xin-long Luo and Yi-yan Yao, Primal-dual path-following methods and the trust-region updating strategy for linear programming with noisy data.[J]:Journal of Computational Mathematics,2021
- 罗新龙,肖航,吕家辉,张森,Xin-long Luo, Hang Xiao, Jia-hui Lv and Sen Zhang, Explicit pseudo-transient continuation and the trust-region updating strategy for unconstrained optimization.[J]:Applied Numerical Mathematics,2021
- 罗新龙,吕家辉,孙耿,Xin-long Luo, Jia-hui Lv and Geng Sun, Continuation methods with the trusty time-stepping scheme for linearly constrained optimization with noisy data.[J]:Optimization and Engineering,2021:1-32
- 姚一炎,罗新龙,Yiyan Yao and Xin-long Luo, Improving vertical positioning accuracy with the weighted multinomial logistic regression classifier.[J].Switzerland AG:SN Applied Sciences,2020,2(8):1-8
- 王耀辉,Y.-H Wang, H. Li, X.-L. Luo, Q.-M. Sun and J.-N. Liu, A 3D Fingerprinting Positioning Method Based on Cellular Networks, International Journal of Distributed Sensor Networks (中科院2014年SCI分区: 电信小类4区, SCI JCR: Q3 Telecommunications), doi:10.1155/2014/248981, July 2014..[J]
- 吴伟陵,林家儒,X.-L. Luo, J.-R. Lin and W.-L. Wu, A prediction-correction dynamic method for large-scale generalized eigenvalue problems, Abstract and Applied Analysis (中科院2013年SCI分区: 数学大类2区, 应用数学小类2区, SCI JCR: Q1 Mathematics, Q1 Applied Mathematics), Article ID 845459, 8 pages , http://dx.doi.org/10.1155/2013/845459, 2013..[J],2013