[1] Bashirov, A. E., Msrl, E., Tandodu, Y., Özyapc, A. (2011). On modeling with multiplicative differential equations. Applied Mathematics-A Journal of Chinese Universities, 26(4), 425-438.
[2] Bashirov, A. E., Kurp nar, E.M. Özyapc, A. Multiplicative calculus and its applications. J. Math. Anal. Appl. 2008, 337, 3648.
[3] Akmak, A.F.C., Sar, F. Ba., (2015), Some sequence spaces and matrix transformations in multiplicative sense, TWMS J. Pure Appl. Math. 6(1) PP. 27-37.
[4] Binbashioglu. D, Demiriz. S, Turkoglu. D, (2015).Fixed point of Non-newtonian Contraction mappings on Non-Newtonian metric space, Journal of fixed point theory and applications, springer Basel.
[5] Brauer, F., Castillo-Chavez, C. (2012). Mathematical Models in Population Biology and Epidemiology. Springer.
[6] Delfim F. M. Torres, ( 2021).On a Non-Newtonian Calculus of Variations Axioms„ 10, 71.
[7] Stanley, D. (1999). A multiplicative calculus. Primus, 9(4), pages 310326.
[8] Filip, D., Cyrille Piatecki. (2014). An overview on the non-Newtonian calculus and its potential applications to economics. Submitted on 17 Feb 2014, hal-00945788.
[9] Florack, L., Assen, H. (2012). Multiplicative calculus in biomedical imaging. Journal of Mathematical Imaging and Vision.
[10] George B.Thomas, Ross L.Finney. (1988). Calculus and Analytic Geometry, Addison-Wesley.
[11] Grossman, M. (1983). Bigeometric Calculus; Archimedes Foundation: Rockport, MA, USA.
[12] Grossman, M. (1979).The First Nonlinear System of Differential and Integral Calculus; MATHCO: Rockport, MA, USA.
[13] Grossman, M., Katz, R. (1972). Non-Newtonian calculus, Lee Press, Pigeon Cove, MA. 1972.
[14] M. Jahanshahi, M. samee, Generalization of Fubini’s theorem to multiplicative analysis and using it to solve multiplicative differential and integral equations, proceeding of COIA.2024. Stanbul,Turkey .
[15] Jahanshahi, M., Aliev, N., Khatami, H. R. An Analytic-Numerical Method for Solving Difference Equations with Variable Coefficients by Discrete Multiplicative Integration. Proceedings, pp, 425.
[16] Jahanshahi, M., Aliev, N., Dehghani, H., Solving Non- Homogeneous Linear and Non-Linear Difference Equations By Using Additive and Multiplicative Discrete Derivatives, proceeding of COIA.2024. Stanbul,Turkey.
[17] Aliev, N., Bagirov, G., Izadi, F., Discerete additive analysis, (Original version is Persian), Azarbaijan Shahid Madani University Press, Tabriz, Iran, 1992.
[18] Shafika, N., Razali, A.B., Abdullah, F.A., Numerical methods for competitive Hunters model, AIP Conf. Proc., 1522 (1) (2013).
[19] Ozyapici, A., Bilgehan, B. Finite product representation via multiplicative calculus and its applications to exponential signal processing. Numer. Algorithms 2016, 71, 475489.
[20] Özyapc, A., Riza, M., Bilgehan, B., Bashirov, A.E. On multiplicative and Volterra minimization methods. Numer. Algorithms 2014, 67, 623636.
[21] Hosseini Komlaei, R., Jahanshahi, M. (2017). Invariant functions for solving multiplicative discrete and continuous ordinary differential equations. Computational Methods for Differential Equations, 5(4), 271-279.
[22] Montazeri, R., Numerical solution for prey and predator problem by CHAM and MOHAM, The 1’th International and 3’rd national conference on BIOMATHEMATICS, 2022.
[23] Serpil, A. (2019). Applications of Multiplicative Calculus in Differential Equations. Mathematics, 7(2).
[24] Shahi. A., UL-Haq2. E., Noor1. M. A., Waseem. M., (2023), Some novel schemes by using multiplicative calculus for nonlinear equations, TWMS J. App. and Eng. Math. 13(2), pp. 723-733.
[25] Wiliam E. Boys, Richard C. Diprima, Elementary Differential Equations And Boundary Value Problems, John Wiley and Sons, 1977.
