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祁太秧歌调式研究
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作者 温丽茹 《艺术评鉴》 2017年第14期26-27,共2页
祁太秧歌是山西民间艺术的一朵奇花,在山西民歌中独具特色。祁太秧歌的调式丰富多彩且特点突出,以五声音阶和七声音阶为主,也包括部分六声音阶。本文对祁太秧歌的调式进行分类梳理,发现祁太秧歌中有大量汉族民歌少用的调式调性,由此可... 祁太秧歌是山西民间艺术的一朵奇花,在山西民歌中独具特色。祁太秧歌的调式丰富多彩且特点突出,以五声音阶和七声音阶为主,也包括部分六声音阶。本文对祁太秧歌的调式进行分类梳理,发现祁太秧歌中有大量汉族民歌少用的调式调性,由此可见祁太秧歌值得深入研究。 展开更多
关键词 祁太秧歌 调式 单一调式 单一调式
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Stochastic Resonance in Linear Region of a Single-Mode Laser: Effects of Amplitude Modulation of Signal 被引量:1
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作者 ZHANG Liang-Ying CAO Li WU Da-Jin 《Communications in Theoretical Physics》 SCIE CAS CSCD 2008年第5期1310-1314,共5页
A single-mode laser noise model driven by quadratic colored pump noise and amplitude modulation signal is proposed. The real and imaginary parts of the pump noise are assumed to be cross-correlation. The effect of cro... A single-mode laser noise model driven by quadratic colored pump noise and amplitude modulation signal is proposed. The real and imaginary parts of the pump noise are assumed to be cross-correlation. The effect of cross- correlation of noise and amplitude modulation of signal on laser statistical properties is studied by using the linearized approximation. The analytic expression of signal-to-noise ratio (SNR) is calculated. It is found that the phenomena of stochastic resonance (SR) respectively exist in the curves of the SNR versus the noise cross-correlation coefficient λ and the SNR versus the pump parameter a, as well as the SNR versus the signal frequency ω in our model. It is shown that there are three different typies of SR in the model: the conventional form of SR, the SR in the broad sense, and the bona fide SR. 展开更多
关键词 stochastic resonance single-mode laser amplitude modulation signal
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THE UNIVERSAL GROEBNER BASIS UNDER COMPOSITION
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作者 LIUJinwang HOUJinjun +1 位作者 PENGZhenyun CAOWensheng 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2005年第3期375-382,共8页
Composition is the operation of replacing variables in a polynomial with other polynomials. The main question in this paper is: when does composition commute with universal Groebner basis computation? We prove that th... Composition is the operation of replacing variables in a polynomial with other polynomials. The main question in this paper is: when does composition commute with universal Groebner basis computation? We prove that this happens iff the composition is single variable. This has a natural application in the computation of universal Groebner bases of composed polynomials. 展开更多
关键词 universal grobner basis term ordering COMPOSITION
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