This work is licensed under the Creative Commons Attribution 4.0 International License.
Zhencheng FAN. Convergence stability of waveform relaxation methods for Ordinary Differential equations [J]. Journal of Fujian Institute of Technology, 201,19(06):556-559.Search in Google Scholar
HUan-rong Li. Several numerical solutions of stochastic ordinary differential equations and their applications [J]. Journal of chongqing industry and commerce university (natural science edition), 2021, 38 (6) : 82-88. The DOI: 10.16055/j.i SSN. 1672-058 - x. 2021.0006.011.Search in Google Scholar
Jie Chen. Example Analysis of ordinary Differential equations in mathematical modeling applications [J]. Mathematical Learning and Research,2021(35):116-118.Search in Google Scholar
Xiaojun Zhou, Xin PENG. Nonlinear fractional order ordinary differential equation of an explicit algorithm [J]. Journal of guizhou normal university (natural science edition), 2021, 33 (6) 6:13 to 19. The DOI: 10.16614/j.g znuj. ZRB. 2021.06.003.Search in Google Scholar
Shuaishuai Xue, Haiyun DENG. Introduction to the teaching of the differential equation theorem on the existence and uniqueness of solutions [J]. Science Tribune, 2021 (27) : 115-117. The DOI: 10.16400/j.carol carroll nki KJDK. 2021.27.039.Search in Google Scholar
Lei Y X, BAI Y X, XIE C K. A class of ordinary differential equations and partial differential equations of the boundary of the cascade system control [J]. Journal of southwest university (natural science edition), 2021 lancet (09) : 54-58, DOI: 10.13718/j.carol carroll nki XDZK. 2021.09.007.Search in Google Scholar
Guangyao Qian, Ruokun YAN, Zexi Wang, Shenzhou Zheng. Green’s function and application in ordinary differential equations [J]. Journal of college physics, 2021, 40 (9) : 81-85. The DOI: 10.16854/j.carol carroll nki. 1000-0712.210142.Search in Google Scholar
Yuxi Hu, Na Wang, Chenchen Yang. On Riccati Type Inequalities in Ordinary Differential Equations [J]. Mathematical Learning and Research,2021(26):158-159.Search in Google Scholar
WANG Jinni. Application of Mathematical Modeling idea in ordinary Differential Equation Teaching [J]. China New Communications, 201,23(16):177-178.Search in Google Scholar
ShenXu. Numerical solution of ordinary differential equation is a kind of inverse problem research [D]. Xi ‘an university of science and technology, 2021. The DOI: 10.27398 /, dc nki. Gxalu. 2021.000743.Search in Google Scholar
Guiwen Lv, Yaru WANG, Zhiqun Xue. Kind of solution of ordinary differential equation and its application [J]. Journal of shijiazhuang railway university (natural science edition), 2021 (02) : 123-126. The DOI: 10.13319/j.carolcarroll nki SJZTDDXXBZRB. 20200099.Search in Google Scholar