linear operator theory

基本解释

By using linear operator theory in L2 space, we get the distributed parameters on real line and the existence of positive solutions.
藉助L_2空間上的線性算子理論，我們得到了這類方程的控制蓡數在實軸上的分佈情況以及存在符郃物理意義的正解的條件。
As applications we utilize these results obtained in this paper to study the linear operator theory and fixed point theory on PM-spaces.
作爲這些結果的應用，我們討論了概率線性賦範空間中線性算子的理論及概率度量空間中不動點的存在性問題。
The observer design for linear neutral delay systems(NDSs)is investigated based on the spectral decomposition theory of linear operator semigroup.
針對線性中立型時滯系統，利用線性算子半群的譜分解理論進行觀測器設計。