Linear canonical Riesz potentials converge where classical ones diverge for grating and polygon functions, enabling a claimed secure and efficient multi-image encryption cryptosystem.
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Limit Properties at Critical Indices of Linear Canonical Riesz Potentials and Their Applications to Security of Multi-Image Encryption
Linear canonical Riesz potentials converge where classical ones diverge for grating and polygon functions, enabling a claimed secure and efficient multi-image encryption cryptosystem.