Supported by Shanghai Pujiang Program(11PJC059);Innovation Program of Shanghai Municipal Education Commission(12ZZ071);the National Natural Science Foundation of China(NSFC 11271243)~~
In this paper, we develop a rapidly convergent algorithm for mixed constrained signomial geometric programming. The algorithm makes use of the characteristics of signomial geometric programming, and establishes a new ...
In this paper, on the basis of making full use of the characteristics of signomial geometric programming without constraints, we establish a new algorithm in the light of the thought of trust region algorithm, and und...