Encryption and enhance medical image using hybrid transform (Ã-module and partial fuzzy Ȟ-transform)
*Sundud Najah Jabir AlamiryCorresponding authorsundusn.alamiry@uokufa.edu.iqDepartment of Mathematics College of Education for Girls University of KufaNajaf, IraqView full profile → , Shaymaa Maki Kadhamshaimam.altaee@uokufa.edu.iqDepartment of Mathematics Faculty of Computer Science and Mathematics University of KufaDepartment of Mathematics Faculty of Computer Science and Mathematics University of KufaKufa, Najaf, 54001, Iraq0000-0003-2664-1669View full profile → , Mohammed Ahmed MustafaMohammed.alsad3@gmail.comDepartment of Medical Laboratory Techniques College of Technology University of Imam Jafar Al-Sadiq Najaf, IraqView full profile → , Nisreen Khalid AbbassNisreen.kh@uosamarra.edu.iqDepartment of Mathematics College of Education Samarra UniversitySamarra, IraqView full profile →
* Corresponding author · click or hover a name for details
- Received:
- 05 Oct 2022
- Published Online:
- 30 Oct 2023
- Article type:
- Research Article
- Language:
- EN
- Article no.:
- JDMSC-1683
- Pages:
- 1903–1910
Abstract
Keywords
Subject Classifications
References
[1] G. David, “Artin Exponent of Arbitrary Characters of Cyclic Subgroups”, Journal of Algebra, 61, pp. 58-76 (1976).
[2] K. Yamauchi, “On The 2 - Parts Artin’s Exponent of Finite Groups”, Sci.Kep. Tokyo, DaigakenseetAlo, 234-240 (1970).
[3] J. P. Serre, “Linear Representation of Finite Groups”, Springer- Verlage (1977).
[4] Chang S.S.L., Zadeh L.A., “On fuzzy mapping and control” IEEE Trans Syst. Man Cybern SMC (2), pp. 30-34 (1972).
[5] M. S. Kirdar, “The Factor Group of The Z-Valued Class Function Modulo the Group of The Generalized Characters” Ph. D. Thesis, University of Birmingham (1975).
[6] T.Y.Lam, “Artin Exponent of Finite Groups”, Columbia University, New York (1967).
[7] Kadham, S.M., Alkiffai, A.N. : Model Tumor Response to Cancer TreatmentUsing Fuzzy Partial SH-Transform: An Analytic Study. International Journal of Mathematics and Computer Science, 18, no. 1, 23–28 (2022).
[8] P_erez-Garc__a, V.M., Le_on-Triana, O., Rosa, M., P_erez-Mart__nez, A.: Car t cells for t-cell leukemias: Insights from mathematical models. Communications in Nonlinear Science and Numerical Simulation (2021).
[9] Preziosi, L. (ed.): Cancer Modelling and Simulation (Chapman & Hall/CRC Mathematical and Computational Biology). CRC Press (2003). DOI 10.1201/9780203494899.
[10] J. Albayda, I. Pinal-Fernandez, W. Huang, et al., Antinuclear matrix protein 2 autoantibodies and edema, muscle disease, and malignancy risk in dermatomyositis patients, Arthritis Care Res. 69, 1771–1776 (2017).
[11] M. Marzęcka, A. Niemczyk, L. Rudnicka, Autoantibody markers of increased risk of malignancy in patients with dermatomyositis, Clin. Rev. Allergy Immunol (2022 Feb 11). https://doi.org/10.1007/s12016-022-08922-4 (Online ahead of print).
[12] Shubham Sharma & Ahmed J. Obaid. Mathematical modelling, analysis and design of fuzzy logic controller for the control of ventilation systems using MATLAB fuzzy logic toolbox, Journal of Interdisciplinary Mathematics, 23:4, 843-849 (2020), DOI: 10.1080/09720502.2020.1727611.
