通过VSL方法解决暗物质、暗能量和先锋异常问题的可能方案
A possible solution to the Dark Matter, Dark Energy, and Pioneer Anomaly problems via a VSL approach
摘要：
我应用随附手稿中导出的运动方程，对简单几何中的牛顿引力场的vsl-路径积分作经典近似。vsl经典作用量，在这种情况下是一个复数，产生修正的欧拉-拉格朗日方程。这反过来又导致了两个运动方程的出现，为了使复杂的作用最小化，这两个运动方程必须同时满足。二重态运动方程的解包括MOND力定律、类似暗能量的无所不在的排斥引力、太阳系水平上的先驱异常以及其他预测，这些预测可以通过仔细的观测或通过对太阳系外的额外探测来验证。本文所做的工作证实了vsl方法的解释潜力，指出了一个潜在的新物理学范式。最后，vsl方法不仅是预测性的，而且是高度可证伪的，是任何物理理论的重要组成部分。
英文摘要：
I apply the equations of motion derived in the accompanying manuscript for the classical approximation of the vsl-path integral to the Newtonian gravitational field in simple geometries. The vsl classical-action, a complex quantity in this case, yields modified Euler-Lagrange equations. This, in turn, leads to the emergence of two equations of motions that must be satisfied concomitantly in order to minimize the complex action. The solutions obtained to the doublet equation of motion include the MOND force law, a dark-energy-like omni-present repulsive gravitational force, a pioneer-like anomaly at the solar system level, and additional predictions, which can be verified with either careful observations or via additional probes to the outer solar system. The exercise carried out in this paper exemplifies the explanatory potential of the vsl-approach, pointing to a potentially new physics paradigm. Finally, the vsl-approach is not only predictive, but highly falsifiable, an important ingredient of any physics theory.
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