Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较一般的条件下，得出了正解存在唯一性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无函数类在角形闭域上的唯一性结到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较一般的条件下，得出了正解存在唯一性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类在角形闭域上的唯一性结果推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较一般的条件下，得解存在唯一结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类在角形闭域上的唯一结果推广到多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，较般的条件下，得出了正解存结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函角形闭域上的结果推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用下解方法，较一般的条件下，得出了正解一性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类角形闭域的一性结果推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在的条件下，得出了正解存在唯性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类在角形闭域上的唯性结果推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较一般的条件下，得出了正解存在唯一论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可类在角形闭域上的唯一推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较条件下，得出了正解存在唯性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类在角形闭域上唯性结果推广到了多维情形。

Under general conditions, we make use of sub-and-supersolution arguments to obtain the uniqueness result.

利用上下解方法，在较一般的条件下，得出了正解存在唯一性结论。

The uniqueness theorem of generalized quasi-analyticity of the infinitely differentiable functions in some closed angular domain is extehded to the functions of several complex variables.

摘要把无穷可微函数类在角形闭域上的唯一性结果推广到了多维情形。