Abstract
The encryption and privacy protection of multimedia image resources are of great value in the information age. The utilization of the gyrator transform domain model in multimedia image encryption can select parameters more accurately, so it has a wider scope of utilization and further ameliorates the stability of the whole system. On account of this, this paper first analyzes the concept and connotation of gyrator transform, then studies the image encryption algorithm on account of gyrator transform, and verifies the robustness of the gyrator transform algorithm under the influence of noise interference, shear attack, and other factors through the high robust multimedia image encryption and result analysis of gyrator transform.
Highlights
With the iterative maturity and popularization of computer information technology, it has been widely and deeply applied in many fields and achieved remarkable results
Under the background of the deepening network threats and attacks faced by the Internet platform, the encryption and privacy protection of information multimedia image resources have become an unavoidable problem and the focus of attention and research by many scholars
Linear canonical transformation has the typical advantages of flexibility and stronger processing power, but it has its own shortcomings in the amount of computation and parameter selection [1]
Summary
E encryption and privacy protection of multimedia image resources are of great value in the information age. E utilization of the gyrator transform domain model in multimedia image encryption can select parameters more accurately, so it has a wider scope of utilization and further ameliorates the stability of the whole system. This paper first analyzes the concept and connotation of gyrator transform, studies the image encryption algorithm on account of gyrator transform, and verifies the robustness of the gyrator transform algorithm under the influence of noise interference, shear attack, and other factors through the high robust multimedia image encryption and result analysis of gyrator transform
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