计算机应用研究
計算機應用研究
계산궤응용연구
APPLICATION RESEARCH OF COMPUTERS
2009年
12期
4844-4846
,共3页
自标定%混合优化%基础矩阵%遗传算法%LM算法
自標定%混閤優化%基礎矩陣%遺傳算法%LM算法
자표정%혼합우화%기출구진%유전산법%LM산법
self-calibration%hybrid optimization%fundamental matrix%GA%LM algorithm
提出了一种将改进的遗传算法和Levenberg Marquardt(LM)算法相混合优化的摄像机自标定方法.首先将Hartley定义的简化Kruppa方程转换为优化代价函数,然后利用改进的遗传算法和LM算法相混合的优化算法求优化代价函数的最小值,进而求得摄像机的内参数.实验结果表明,与单一的优化方法相比,该方法的标定精度得到了较大的提高.
提齣瞭一種將改進的遺傳算法和Levenberg Marquardt(LM)算法相混閤優化的攝像機自標定方法.首先將Hartley定義的簡化Kruppa方程轉換為優化代價函數,然後利用改進的遺傳算法和LM算法相混閤的優化算法求優化代價函數的最小值,進而求得攝像機的內參數.實驗結果錶明,與單一的優化方法相比,該方法的標定精度得到瞭較大的提高.
제출료일충장개진적유전산법화Levenberg Marquardt(LM)산법상혼합우화적섭상궤자표정방법.수선장Hartley정의적간화Kruppa방정전환위우화대개함수,연후이용개진적유전산법화LM산법상혼합적우화산법구우화대개함수적최소치,진이구득섭상궤적내삼수.실험결과표명,여단일적우화방법상비,해방법적표정정도득도료교대적제고.
This paper presented a new camera self-calibration method by combining an improved genetic algorithm (GA) with Levenberg-Marquardt (LM) algorithm. Firstly, translated the simplified Kruppa equation defined by Hartley into the optimized cost function. Secondly, calculated the minimum value of the optimized cost function by a hybrid optimization algorithm which combined the improved GA with LM algorithm. Finally, obtained the intrinsic parameters of the camera. The experimental results show that the accuracy of the proposed method is obviously improved compared with single optimization methods.