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This paper investigates the stabilization problem for unstable linear systems with input nonlinearities. It is shown that the global stabilization problem of the unstable linear systems with input nonlinearities is solvable if the input nonlinear functions satisfy a linear growth condition. The upper bound of the growth ratio relies on the solution of a set of Lyapunov equations. Moreover, the solvability...
In the confidential computing issues of scientific computing, the confidential computing of matrix factorization is still no fruit home and abroad. This paper using Data perturbation assumption and Oblivious Transfer 1 out of k protocol, successfully construct confidential computing protocols of matrix general factorization and QR factorization. On the model of semi-honest, it can meet the confidentiality...
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