相關詞條
- 震盪指標
Stochastic Oscillator同樣波動在0-100, Commodity Channel Index (CCI)是箱式波動指標,但是沒有範圍限制,同樣它也是被作為趨勢跟蹤指標來看待的。圖(6-7)CCI指標 中心震盪指標最好用於識別運動能量後面潛在的強弱和方向。在中心線以上...
- 慢速隨機指標
而此後的SLOWKD走出20(圓圈顯示),表明此時該股已經走出底部,金叉的出現表示買入時機的顯現。關鍵字 慢速隨機指標,SLOWKD,SKD,SLOWKD指標,SKD指標,Slow Stochastic Oscillator,Slow stochastic oscillator.
- 移動交易
Time Update of Live Streaming Quotes Charts (1 min, 5 min, 15 min, 30 min, 60 min and Daily) Chart Indicators (Bollinger Bands, Moving Averages, MACD, Momentum, Relative Strength Index, Slow Stochastic Oscillator) ...
- W&R威廉指標
隨機指標(Stochastic Oscillator,KD),原名%K&%D,是技術分析中的一種動量分析方法,採用超買和超賣的概念,由喬治·萊恩(George C. Lane)在1950年代推廣使用。指標通過比較收盤價格和價格的波動範圍,預測價格趨勢逆轉的時間。“隨機...
- 技術分析A-Z
隨機擺動指標(STOCHASTIC OSCILLATOR)擺動指標(SWING INDEX)三重指數移動平均(TEMA)三線突破(THREE LINE BREAK)時間系列預測(TIME SERIES FORECAST)泰龍水平線(TIRONE LEVELS)總賣空比率(TOTAL SHORT RATIO)交易量指標(TRADE VOLUME INDEX)趨...
- 洪佳林
(3) Asymptotically-preserving large deviations principles by stochastic symplectic methods for a linear stochastic oscillator., SIAM J. Numer. Anal., 2021, 第 2 作者 (4) Strong convergence of full discretization for ...
- 郭秀秀(西安建築科技大學土木工程學院教授)
Guo, SS*, Er, GK, The probabilistic solution of stochastic oscillators with even nonlinearity under poisson white noise, Central European Journal of Physics, 2012, 10(3):702-707.郭秀秀,徐興華,黃舉,史慶軒,地震作用的...
- 時滯動力系統的分析與控制
Chapter 5 Stochastic Dynamics and Optimal Control of Quasi Integrable Hamiltonian Systems with Time-delayed Feedback Control Weiqiu Zhu, Zhonghua Liu 1. Introduction 2. Stochastic Averaging Method for Quasi Integrable Hamiltonian...
- 證券指標
這樣一來,規則就顯得非常簡單了,因此,移動平均線是最為人們熟知的技術指標,可用來回答"趨勢是向上還是向下?"這樣的問題。以移動平均線為基礎,還可以繪製其它更為複雜的指標,比如Price Oscillator 或 MACD。數學指標用於發現趨勢,...
- 朱位秋論文選集(英文版)/中國科學院院士文集
Stochastic stability of quasi-non-integrable-Hamiltonian systems Lyapunov exponents and stochastic stability of quasi-integrable-Hamiltonian systems Stochastic jump and bifurcation of a duffing oscillator under narrow-band excitation S...
- 雷佑銘
14. C. L. Wu, Y. M. Lei, T. Fang. Stochastic chaos in a Duffing oscillator and its control. Chaos, Solitons & Fractals, 2006, 27: 459-469 (SCI: 000232193500015).15. Y. M. Lei , W. Xu, H. C. Zheng....
- 王會琦
[7] Zhong S, Zhang Lu,Wang H, Ma H and Luo M. Nonlinear effect of time delay on the generalized stochastic resonance in a fractional oscillator with multiplicative polynomial noise, Nonlinear Dynamics, 89(2): 1327-...
- 賴志慧(深圳大學副研究員)
[13] Zhi-Hui Lai*, Yong-Gang Leng, Generalized parameter-adjusted stochastic resonance of Duffing oscillator and its application to weak-signal detection, Sensors, 2015, 15(9): 21327-21349. (JCR 2區,IF=2.033)[14]...
- 賈萬濤
Xu, Yong; Li, Yongge; Liu, Di; Jia, Wantao, Responses of Duffing oscillator with fractional damping and random phase, NONLINEAR DYNAMICS 74(3): 745-753,2013 Yue, Xiaole; Xu, Wei; Jia, Wantao; etc.,Stochastic ...
- 蔡力(西北工業大學)
[8] Xie Wenxian(謝文賢), Xu Wei(徐偉), Cai Li(蔡力).Study of the Duffing-Rayleigh oscillator subject to harmonic and stochastic excitations by path integration. Applied Mathematics and Computation, 2006, 172(2): 1212-...
- 鐘蘇川
[6] Suchuan Zhong, Hong Ma, Hao Peng, Lu Zhang, Stochastic resonance in a harmonic oscillator with fractional-order external and intrinsic dampings, Nonlinear Dynamics, 2015, 82,535-545.[7] Suchuan Zhong,Kun Wei,...
- 邵久書
H. Li, J. Shao, and S. Wang, Derivation of exact master equation with stochastic description: Dissipative harmonic oscillator, Phys. Rev. E 84, 051112 (2011)J. Shao, Rigorous representation and exact simulation of ...
- 路徑積分與哈密頓量:原理與方法
7 Stochastic systems 125 Part three Discrete degrees of freedom 159 8 Ising model 161 9 Ising model: magnetic field 180 10 Fermions 198 Part four Quadratic path integrals 223 11 Simple harmonic oscillator 225 12 Gaussian ...
- 彭皓(西南交通大學講師)
, 2011.5.28, (03): 491~494 (3)L.Zhang ; L.Lai; ; Z.Tu; S.C.Zhong ,H.Peng Stochastic andsuperharmonic stochastic resonances of a confined overdamped harmonic oscillator, Physical Review E, 2018.1.29, 97 ...
- 馮長水
Feng CS, Zhu WQ. First-passage failure of harmonically and stochastically excited Duffing oscillator with delayed feedback control. SCIENCE CHINA Technological Sciences, 2011, 54(5): 1072-1077.Feng CS, Wu YJ and Zhu WQ...
- 靳艷飛
7. Yanfei JIN, Haiyan HU. Stochastic Resonance of a Linear Damped Oscillator, 物理學報, 58(5): 2895-2901,2009.8. Yanfei JIN, Haiyan HU. Dynamics of a Duffing Oscillator with Two Time Delays in Feedback Control ...