This paper shows that dyadic theory is a brief and strict method to prove the invariance of the electrodynamics under Lorentz transformation.
结果表明：用并矢分析与并矢场论可以简洁且严密地证明洛伦兹变换下电动力学的不变量。
By taking advantage of the characters of dyadic theory, a new method for constructing families of perfect periodic complementary binary sequences pairs (PCSPF) is proposed.
文中利用并元变换的不进位性质，给出了一种构造最佳周期互补二元序列偶族的新方法。
The computation of the Dyadic Green's function for cylindrical waveguides and cavities is approached by the theory of distributions.
本文用分布理论法计算圆柱波导及谐振腔的并矢格林函数。
The concept of dyadic shift plays an important role in the theory of Walsh functions, its physical meaning is however not get clear.
并元移位的概念在沃尔什函数的理论中有着重要的作用，但是，至今为止，未见有人对它的物理意义做出合理的解释。
Describes the wavelet function, continuous wavelet transform, discrete wavelet transform, dyadic wavelet transform, wavelet transform, multiresolution analysis, wavelet transform theory.
叙述了小波基函数、连续小波变换、离散小波变换、二进小波变换、二维小波变换、多分辨分析小波变换理论。
Describes the wavelet function, continuous wavelet transform, discrete wavelet transform, dyadic wavelet transform, wavelet transform, multiresolution analysis, wavelet transform theory.
叙述了小波基函数、连续小波变换、离散小波变换、二进小波变换、二维小波变换、多分辨分析小波变换理论。
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