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Applications of Local Activity Theory of CNN to Controlled Coupled Oregonator Systems.

, , and . Int. J. Bifurc. Chaos, 18 (11): 3233-3297 (2008)

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Analysis and Robust Design for Illusion CNNs., and . ICNSC, page 827-831. IEEE, (2008)Mathematical analysis of an SIR network model with imperfect vaccination and varying size of population., , , and . ICCMS, page 7-13. ACM, (2017)A Kind of Three-Input CNNs with Applications., , and . IPCV, page 665-669. CSREA Press, (2008)An Image Encryption and Digital Signature Scheme Based on Generalized Synchronization Theorem., , and . CIS (1), page 504-510. IEEE Computer Society, (2009)A 6 Dimensional Chaotic Generalized Synchronization System and Design of Pseudorandom Number Generator with Application in Image Encryption., , , and . CIS, page 356-362. IEEE Computer Society, (2014)Generalized Synchronization Theorem for Non-Autonomous Differential Equation with Application in Encryption Scheme., , , , and . CIS, page 972-976. IEEE Computer Society, (2007)Application of Local Activity Theory to Rossler CNN Model., , and . ICYCS, page 2846-2851. IEEE Computer Society, (2008)Generalized Stability Theorem for Non-autonomous Differential Equation with Application., , and . CyberC, page 156-163. IEEE Computer Society, (2015)Study on the Statistical Test for String Pseudorandom Number Generators., , and . BICS, volume 7888 of Lecture Notes in Computer Science, page 278-287. Springer, (2013)A Stream Encryption Scheme with Both Key and Plaintext Avalanche Effects for Designing Chaos-Based Pseudorandom Number Generator with Application to Image Encryption., , and . Int. J. Bifurc. Chaos, 26 (5): 1650091:1-1650091:19 (2016)