Nonlinear Differential Equations in the Teaching Model of Educational Informatisation

[1] Ravand, H., Rohani, G., & Firoozi, T. Investigating Gender and Major DIF in the Iranian National University Entrance Exam Using Multiple-Indicators Multiple-Causes Structural Equation Modelling. Issues in Language Teaching., 2019. 8(1): 33–61 RavandH. RohaniG. FirooziT. Investigating Gender and Major DIF in the Iranian National University Entrance Exam Using Multiple-Indicators Multiple-Causes Structural Equation Modelling Issues in Language Teaching 2019 8 1 33 61 Search in Google Scholar

[2] Fukuda, S., Raymo, J. M., & Yoda, S. Revisiting the educational gradient in marriage in Japan. Journal of Marriage and Family., 2020. 82(4): 1378–1396 FukudaS. RaymoJ. M. YodaS. Revisiting the educational gradient in marriage in Japan Journal of Marriage and Family 2020 82 4 1378 1396 Search in Google Scholar

[3] Li, J., Liu, J., & Kooi, K. HPGe detector field calculation methods demonstrated with an educational program, GeFiCa. The European Physical Journal C., 2020. 80(3): 1–25 LiJ. LiuJ. KooiK. HPGe detector field calculation methods demonstrated with an educational program, GeFiCa The European Physical Journal C 2020 80 3 1 25 Search in Google Scholar

[4] Chen, G., Chen, C., Yuan, Y. & Zhu, L. Modelling and Simulation Analysis of High-Pressure Common Rail and Electronic Controlled Injection System for Diesel Engine. Applied Mathematics and Nonlinear Sciences., 2020. 5(2) 345–356 ChenG. ChenC. YuanY. ZhuL. Modelling and Simulation Analysis of High-Pressure Common Rail and Electronic Controlled Injection System for Diesel Engine Applied Mathematics and Nonlinear Sciences 2020 5 2 345 356 Search in Google Scholar

[5] Jiang, L., Zhang, T. & Feng, Y. Identifying the Critical Factors of Sustainable Manufacturing Using the Fuzzy DEMATEL Method. Applied Mathematics and Nonlinear Sciences., 2020. 5(2) 391–404 JiangL. ZhangT. FengY. Identifying the Critical Factors of Sustainable Manufacturing Using the Fuzzy DEMATEL Method Applied Mathematics and Nonlinear Sciences 2020 5 2 391 404 Search in Google Scholar

[6] Smith, R. P., & Matlis, E. H. Gravity-driven fluid oscillations in a drinking straw. American Journal of Physics., 2019. 87(6): 433–435 SmithR. P. MatlisE. H. Gravity-driven fluid oscillations in a drinking straw American Journal of Physics 2019 87 6 433 435 Search in Google Scholar

[7] Vlasenko, K. V., Grudkina, N. S., Chumak, O. O., & Sitak, I. V. Methodology of computer-oriented teaching of differential equations to the students of a higher technical school. Information Technologies and Learning Tools., 2019. 74(6): 127–137 VlasenkoK. V. GrudkinaN. S. ChumakO. O. SitakI. V. Methodology of computer-oriented teaching of differential equations to the students of a higher technical school Information Technologies and Learning Tools 2019 74 6 127 137 Search in Google Scholar

[8] Demir, S., & Manav Demir, N. Implementation of Activated Sludge Model No. 3 as an educational tool: bioXL3. Computer Applications in Engineering Education., 2020. 28(5): 1154–1173 DemirS. Manav DemirN. Implementation of Activated Sludge Model No. 3 as an educational tool: bioXL3 Computer Applications in Engineering Education 2020 28 5 1154 1173 Search in Google Scholar

[9] Boker, S. M., Moulder, R. G., & Sjobeck, G. R. Constrained fourth order latent differential equation reduces parameter estimation bias for damped linear oscillator models. Structural equation modeling: a multidisciplinary journal., 2020. 27(2): 202–218 BokerS. M. MoulderR. G. SjobeckG. R. Constrained fourth order latent differential equation reduces parameter estimation bias for damped linear oscillator models Structural equation modeling: a multidisciplinary journal 2020 27 2 202 218 Search in Google Scholar

[10] Guoxiang, G. U. I., & Shuilian, Y. A. N. G. Application of Ordinary Differential Equation in Practice. Management Science and Engineering., 2020. 14(2): 5–8 GuoxiangG. U. I. ShuilianY. A. N. G. Application of Ordinary Differential Equation in Practice Management Science and Engineering 2020 14 2 5 8 Search in Google Scholar

[11] Patsko, V., & Quincampoix, M. Preface: DGAA Special Issue on Pursuit-Evasion Games and Differential Games with Incomplete Information. Dynamic Games and Applications., 2019. 9(3): 569–572. PatskoV. QuincampoixM. Preface: DGAA Special Issue on Pursuit-Evasion Games and Differential Games with Incomplete Information Dynamic Games and Applications 2019 9 3 569 572 Search in Google Scholar

[12] Ahmad, M., Zada, A., Dong, W., & Xu, J. STABILITY ANALYSIS OF A NONLOCAL FRACTIONAL IMPULSIVE COUPLED EVOLUTION DIFFERENTIAL EQUATION. Journal of Applied Analysis & Computation., 2021. 11(1): 138–160 AhmadM. ZadaA. DongW. XuJ. STABILITY ANALYSIS OF A NONLOCAL FRACTIONAL IMPULSIVE COUPLED EVOLUTION DIFFERENTIAL EQUATION Journal of Applied Analysis & Computation 2021 11 1 138 160 Search in Google Scholar

[13] Sumathi, I. R., & Sweety, C. A. C. New approach on differential equation via trapezoidal neutrosophic number. Complex & Intelligent Systems., 2019. 5(4): 417–424 SumathiI. R. SweetyC. A. C. New approach on differential equation via trapezoidal neutrosophic number Complex & Intelligent Systems 2019 5 4 417 424 Search in Google Scholar