引力统计几何
Statistical Geometry of Gravitation
摘要：
广义相对论精确地解释了勒威耶在1859年发现的水星近日点的反常前进。否则，各种后牛顿的建议试图解决这个异常，引入数学势集中在一个有限的传播速度。本文试图设置一些性质，应该有任何假设的引力势适用于物质宇宙中的物体。如果一个传播速度是承认的，这个假设必须联系其起源，连续更新，轨迹，延迟行动和脉冲机制（过境行动）在最终目标。这个引力势试图解释水星近日点的异常移动。否则，将力的势加到机械动量上，可以部分解释先驱者10/11的异常加速。无论如何，这是一个假设性的猜想，没有任何证据证明它的物理现实性
英文摘要：
General Relativity explains with precision the anomalous advance of the perihelion of Mercury, discovered by Le Verrier in 1859. Otherwise, diverse post-Newtonian proposals trying to solve this anomaly, introduce mathematical potentials focused on a finite propagation speed. This paper tries to set some properties that should have any hypothetical gravitational potential suitable with material objects inside a physical universe. If a propagation speed is admitted, this assumption must link its origin, the continuous update, the trajectory, the retarded action and impulse mechanism (transit action) in the final target. This gravitational potential, tries to explain the anomalous shift of the perihelion of Mercury. Otherwise, applied as a potential of force added to a mechanical momentum, could give a partial explanation of the anomalous acceleration of Pioneer 10/11. Anyway, it is an hypothetical conjecture without any proof of its physical reality
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