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Approximate action-angle variables for the figure-eight and other periodic three-body orbits.
We use the maximally permutation symmetric set of three-body coordinates, that consist of the “hyper-radius” R = p2 + 2, the “rescaled area of the triangle” p3 2R2 | × |) and the (braiding) hyp...
Abstract: In a symplectic reduction framework we construct action-angle systems of canonical coordinates for both the hyperbolic Sutherland and the rational Ruijsenaars-Schneider-van Diejen integrable...
We compute the strange quark mass from the analysis of the f1(1420) − f1(1285) mass difference QCD sum rule, where the operator-product-expansion series is up to dimension six and to O(α3 s )a...
We compute the strange quark mass from the analysis of the f1(1420) − f1(1285) mass difference QCD sum rule, where the operator-product-expansion series is up to dimension six and to O(α3 s )a...
2001Vol.35No.3pp.355-359DOI: Quantum Theory for Interfacial Roughness and Angle Dependence of Giant Magnetoresistance in Magnetic Multilayers TAO Yong-Chun, DONG Zheng-Chao, XING ...
2006Vol.46No.2pp.294-296DOI: Relationship Between Differential Interference Angle and Parameter of Experiment in Molecular Beam LI Yong-Qing, LI Jian, and MA Feng-Cai De...
2006Vol.46No.1pp.123-129DOI: Collisional Quantum Interference on Rotational Energy Transfer: Relation Between Integral Interference Angle and Rotational Quantum Number in Na2-Na System ...
2005Vol.44No.5pp.901-907DOI: Modification of Classical SPM for Slightly Rough Surface Scattering with Low Grazing Angle Incidence GUO Li-Xin,1 WEI Guo-Hui,1 Kim Cheyoung,2 and WU...

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