Moysis, LazarosLawnik, MarcinAntoniades, Ioannis P.Kafetzis, IoannisBaptista, M. S.Volos , Christos2023-03-142023-03-142023-03-14Moysis, L, Lawnik, M, Antoniades, I P, Kafetzis, I, Baptista, M S & Volos , C 2023, 'Chaotification of 1D maps by Multiple Remainder Operator Additions : Application to B-Spline Curve Encryption', Symmetry-Basel, vol. 15, no. 3, 726. https://doi.org/10.3390/sym150307262073-8994https://hdl.handle.net/2164/20281Acknowledgments The authors are thankful to Chongyang Deng for providing the control points for the three curves used for encryption. The authors are thankful to the anonymous Reviewers for their comments.2714202338engchaoschaotification techniqueLyapunov exponentB-splinesEncryptionQC PhysicsQCChaotification of 1D maps by Multiple Remainder Operator Additions : Application to B-Spline Curve EncryptionJournal article10.3390/sym15030726153