Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱分析，并卷积的方法分析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效地克服积分区间（或求和区间）的重复和遗漏题，特别是在多分段有值函数卷积的计算中更显示其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导在入射光不同单色性下精确计算多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱析，并通过去卷积的法析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该法能有效地克服积区间（或求和区间）的重复和遗漏题，特别是在多段有值函数卷积的计算中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积,上推导出一个在入射光不同单色性下精确计算多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对角体行紫外、荧光、红外光谱分析，并通过去卷积的方法分析了该的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效地克服积分区间（或求和区间）的重复和遗漏题，特别是在分段有值函数卷积的中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导出一个在入射光不同单色性下精确层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱分析，并通过去卷积的方法分析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效积分区间（或求和区间）的重复和遗漏题，特别是在多分段有值函数卷积的更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导出一个在入射光不同单色性下精确多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱分析，并通过去积的方法分析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效地克服积分（求和）的重复和遗漏题，特别是在多分段有值积的计算中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用学积积分,理论上推导出一个在入射光不同单色性下精确计算多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进、荧光、红光谱分析，并通过去卷积的方法分析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效地克服积分区间（或求和区间）的重复和遗漏题，特别是在多分段有值函数卷积的计算中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导出一个在入射光不同单色性计算多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱分析，并通过去卷积的方法分析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法有效地克服积分区间（或求和区间）的重复和遗漏题，特别是在多分段有值函数卷积的计算中更其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导一个在入射光不同单色性下精确计算多层膜反射率的公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对角体蛋白进行紫外、荧光、红外光谱分析，并通过去卷积方法分析了该蛋白酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该方法能有效地克服积分区间（或求和区间）和遗漏题，特别分段有值函数卷积计算中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积分,理论上推导出一个入射光不同单色性下精确计算层膜反射率公式。

Using ultraviolet spectrum, fluorescence spectrum and Fourier-transform infrared spectrum, the secondary structure of polyhedrin was studied.

对多角体蛋白进行紫外、荧光、红外光谱析，并通过去卷积的法析了该蛋白的酰胺Ⅰ带。

This method can avoid the repetition and pretermission of integrating interval (or summarizing interval), especially in the convolution computation of multi-partition function.

该法能有效地克服积区间（或求和区间）的重复和遗漏题，特别是在多段有值函数卷积的计算中更显示出其优越性。

With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced.

利用数学卷积积,上推导出一个在入射光不同单色性下精确计算多层膜反射率的公式。