the characterizability of this mathematical structure has been thoroughly investigated by researchers.
这个数学结构的可刻划性已经被研究人员彻底研究。
we are exploring the characterizability of various topological spaces under different conditions.
我们正在探索不同条件下各种拓扑空间的可刻划性。
the characterizability theorem provides necessary and sufficient conditions for classification.
可刻划性定理提供了分类的充要条件。
recent studies focus on the characterizability of infinite groups in abstract algebra.
最近的研究集中在抽象代数中无限群的可刻划性。
the characterizability of linguistic patterns depends on contextual factors.
语言模式的可刻划性取决于语境因素。
mathematicians debate the characterizability of certain algebraic structures.
数学家们对某些代数结构的可刻划性存在争议。
the characterizability criterion was proven to be both necessary and sufficient.
可刻划性准则被证明是既必要又充分的。
this approach enhances the characterizability of complex systems.
这种方法增强了复杂系统的可刻划性。
the characterizability problem remains open in several areas of mathematics.
可刻划性问题在数学的多个领域仍然悬而未决。
researchers established the characterizability of this class of functions.
研究人员确定了这类函数的可刻划性。
the characterizability framework allows for systematic classification.
可刻划性框架允许进行系统性分类。
understanding characterizability is essential for advances in model theory.
理解可刻划性对于模型理论的进步至关重要。
the characterizability of this mathematical structure has been thoroughly investigated by researchers.
这个数学结构的可刻划性已经被研究人员彻底研究。
we are exploring the characterizability of various topological spaces under different conditions.
我们正在探索不同条件下各种拓扑空间的可刻划性。
the characterizability theorem provides necessary and sufficient conditions for classification.
可刻划性定理提供了分类的充要条件。
recent studies focus on the characterizability of infinite groups in abstract algebra.
最近的研究集中在抽象代数中无限群的可刻划性。
the characterizability of linguistic patterns depends on contextual factors.
语言模式的可刻划性取决于语境因素。
mathematicians debate the characterizability of certain algebraic structures.
数学家们对某些代数结构的可刻划性存在争议。
the characterizability criterion was proven to be both necessary and sufficient.
可刻划性准则被证明是既必要又充分的。
this approach enhances the characterizability of complex systems.
这种方法增强了复杂系统的可刻划性。
the characterizability problem remains open in several areas of mathematics.
可刻划性问题在数学的多个领域仍然悬而未决。
researchers established the characterizability of this class of functions.
研究人员确定了这类函数的可刻划性。
the characterizability framework allows for systematic classification.
可刻划性框架允许进行系统性分类。
understanding characterizability is essential for advances in model theory.
理解可刻划性对于模型理论的进步至关重要。
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