The invention relates to the technical field of
homomorphic encryption and
distributed computing, and discloses a parallel collaborative privacy computing method under the condition of non-uniform computing power of an edge network, which is applied to a
star network topology structure consisting of a main node and
K edge nodes, and aims to solve the problems of minimum absolute shrinkage and operator selection. And solving and constructing a minimum absolute shrinkage and
selection operator problem based on an alternating direction
multiplier method by adopting the alternating direction
multiplier method, segmenting the compression matrix to obtain a plurality of sub-problems, solving each sub-problem by utilizing edge nodes, and obtaining a minimum absolute shrinkage and
selection operator problem based on the minimum absolute shrinkage and
selection operator problem. The solution process is as follows: a main node generates
encryption and decryption parameters, Euler function values corresponding to the
encryption and decryption parameters, encrypted
plaintext parameters and quantized
plaintext parameters and shares the parameters to an
edge node, homomorphic iterative calculation is performed, and three times of communication with the main node is performed, so that parallel collaborative privacy calculation is realized; according to the method, the calculation overhead is reduced while the
encryption and decryption precision is not influenced, and meanwhile, the overall calculation speed is increased.