正齐次算子 meaning in Chinese

positive-homogeneous operator

The approximation to e - a type positive homogeneous operators by a - type positive homogeneous operators is preliminarily discussed
同时，探讨了?正齐次算子对?正齐次算子的逼近问题。
In chapter 2 , e - a type positive homogeneous operators are studied , and the approximation to e - q type positive homogeneous operators by a - type positive homogeneous operators is discussed
第二章，讨论了?正齐次算子以及正齐次算子对?正齐次算子的逼近问题。
In this chapter , a - type positive homogeneous operators are generalized as e - a type positive homogeneous operators . moreover , the continuity , properties of norm , and completeness of operator space are investigated for e - a type positive homogeneous operators
本章将正齐次算子推广为?正齐次算子，并讨论了?正齐次算子的连续性、范数性质、以及算子空间的完备性等。
As a special case of mixed monotone operators with a - t type convexity and concavity , the mixed monotone operators with a - type positive homogeneity have similar results on the sufficient and necessary conditions for existence and uniqueness of their fixed points
由于?正齐次算子的讨论，结果比较完善，混合单调的?正齐次算子作为? t型凹凸混合单调算子的特殊情况，我们自然有其存在不动点的充要条件。