lang-kobayashi方程Lang–Kobayashi方程定义 Lang–Kobayashi速率方程由复光场方程和激光腔内的载流子密度方程组成,是描述系统的动态特性的时变方程。设激光器输出的场振幅和相位分别为A A A和∅\emptyset∅,载流子密度为N N N,参考Ohtsubo的半导体激光器专著,设计相应程序。 1985年哈肯从两能级原子结构出发,写出...
Kobayashi方程是一种具有非线性特点的偏微分方程,它被广泛应用于几何分析和复变函数论中,尤其是研究Riemann曲面和复流形的性质时。下面是Kobayashi方程的数学表达形式: Δω = λω, 其中Δ为Laplace-Beltrami算子,λ为常数,ω为复值1-形式。这个方程描述了Riemann曲面上的调和形式的性质,包括它们的曲率和共形自变换...
文章编号: 1671-6833( 2021) 05-0037-07双腔光反馈干涉激光系统中 Lang-Kobayashi 方程的六阶龙格-库塔算法于芳星1 ,姬波1 ,CHENG Quanrun 2 ,卢红星 1 ,柳宏川 1( 1.郑州大学 信息工程学院,河南 郑州 450001; 2.伍伦贡大学 电子计算机与通信工程学院,澳大利亚新南威尔士州 伍伦贡市 2522)摘要: 双腔光反馈...
Krauskopf, "The ECM-backbone of the Lang-Kobayashi equations: a geometric picture", Applied Nonlinear Mathematics Research Re- port 2005.20, University of Bristol.Rottsch¨afer, V. & Krauskopf, B. [2007] "The ECM- backbone of the Lang-Kobayashi equations: A geo- metric picture," Int. J...
Krauskopf, The ECM-backbone of the Lang-Kobayashi equations: A geometric picture, Internat. J. Bifur. Chaos, 17 (2007), pp. 1575-1588.V. Rottschafer and B. Krauskopf, "The ECM-backbone of the Lang- Kobayashi equations: A geometric picture," Int. J. Bifur. Chaos, vol. 17, no. 5...
[6] KobayashiM,AndoS,KawamataT,etal.ClinicalfeaturesandoutcomesofadultLangerhanscellhistiocytosis:asingle-centerexperience.IntJHematol,2020,112(2):185-192.[7] ShanmugamV,GriffinGK,JacobsenED,etal.IdentificationofdiverseactivatingmutationsoftheRAS-MAPKpathwayinhistiocyticsarcoma.ModPathol,2019,32(6):830-843...
Characterization of the stability of semiconductor lasers with delayed feedback according to the Lang-Kobayashi model doi:10.1140/epjd/e2013-40124-4Nonlinear DynamicsWe report a numerical characterization of the stability of semiconductor lasers with delayed feedback under the simultaneous variation of the...
Lang-8's headquarters is located at Kobayashi Building 4F, Tokyo. What is Lang-8's latest funding round? Lang-8's latest funding round is Series C. How much did Lang-8 raise? Lang-8 raised a total of $7.86M. Who are the investors of Lang-8?
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It is possible to exploit similar techniques to investigate a famous conjecture of Shoshichi Kobayashi (1970), according to which a generic algebraic hypersurface of dimension n n and of sufficiently large degree d\\ge d_n d\\ge d_n in the complex projective space \\mathbb{P}^{n+1} \...