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Let F be a uniform function of two complex variables to an additive introduced by Z. W. Sun in the 1980s. Suppose that x + 1, y ∈ Dom(F) for all x, y ∈ Dom(F). In this paper we establish the following reciprocity law: m−1 r=0 F x + nr m , my = n−1 r=0 F x + mr n , ny for any x, y ∈ Dom(F) and m, n = 1, 2, 3, · · ·. Several applications are also given.
In order to research the bandgap properties of negative refractive index one dimensional heterosexual photonic crystal, the author calculated the transmissivity of light wave going through the negative refractive index one dimensional heterosexual photonic crystal by means of transmission matrix and detected that obvious bandgaps exist in TE Wave and TM… (More)