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Non-commutative geometry and measurements of polarized two photon coincidence counts

机译:非交换几何和偏振两个光子重合计数的测量

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Employing Maxwell's equations as the field theory of the photon, quantum mechanical operators for spin, chirality, helicity, velocity, momentum, energy, and position are derived. The photon "Zitterbewegung" along helical paths is explored. The resulting non-commutative geometry of photon position and the quantum version of the Pythagorean theorem is discussed. The distance between two photons in a polarized beam of given helicity is shown to have a discrete spectrum. Such a spectrum should become manifest in measurements of two photon coincidence counts. The proposed experiment is briefly described. (C) 2003 Elsevier Inc. All rights reserved.
机译:利用麦克斯韦方程作为光子的场论,推导了自旋,手性,螺旋度,速度,动量,能量和位置的量子力学算符。探索了沿螺旋路径的光子“ Zitterbewegung”。讨论了由此产生的光子位置的非交换几何形状和勾股定理的量子形式。给定螺旋度的偏振光束中两个光子之间的距离显示为具有离散光谱。这样的光谱应该在两个光子重合计数的测量中变得明显。简要介绍了拟议的实验。 (C)2003 Elsevier Inc.保留所有权利。

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