SeDuMi and SDPT3 are two solvers for solving Semi-definite Programming (SDP) or Linear Matrix Inequality (LMI) problems. A computational performance comparison of these two are undertaken in this paper regarding the Stability of Continuous-time Linear Systems. The comparison mainly focuses on computational times and memory requirements for different scales of problems. To implement and compare the two solvers on a set of well-posed problems, we employ YALMIP, a widely used toolbox for modeling and optimization in MATLAB. The primary goal of this study is to provide an empirical assessment of the relative computational efficiency of SeDuMi and SDPT3 under varying problem conditions. Our evaluation indicates that SDPT3 performs much better in large-scale, high-precision calculations.

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