And in quantum state tomography , different measurements on the same quantum state have interactions . so it is necessary to do optimality analysis 由于對同一量子態(tài)采用的不同測量之間有著相互聯(lián)系,因此需要對測量次數(shù)進行最優(yōu)化分析。
Many applications need to compute the derivatives of a function , such as the field of optimality analysis , sensitivity analysis and data assimilation and so on 許多應用問題需要計算函數(shù)的導數(shù),例如最優(yōu)化領(lǐng)域、敏感性分析領(lǐng)域、數(shù)據(jù)同化領(lǐng)域等。
Modeling tools and techniques include linear , network , discrete and nonlinear optimization , heuristic methods , sensitivity and post - optimality analysis , decomposition methods for large - scale systems , and stochastic optimization 模型建立工具和方法涵蓋線性、網(wǎng)路、離散和非線性最佳化,啟發(fā)式方法,靈敏度分析,事后最佳化分析,大規(guī)模系統(tǒng)的分解方法和隨機最佳化。
Modeling tools and techniques include linear , network , discrete and nonlinear optimization , heuristic methods , sensitivity and post - optimality analysis , decomposition methods for large - scale systems , and stochastic optimization 建模工具和方法涵蓋線性規(guī)劃,網(wǎng)絡(luò)規(guī)劃,離散規(guī)劃,非線性規(guī)劃,啟發(fā)式方法,靈敏度分析,事后最優(yōu)性分析,大規(guī)模系統(tǒng)的分解方法和隨機規(guī)劃。