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−h-h

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An exact analytic evaluation, not a simulation, fixes the scale this actually requires. Take three clocks stacked vertically at heights -h , 0 , and +h near Earth’s surface, giving two edges y1y_1 = ϕ(0)\phi(0)-ϕ(−h)\phi(-h) and y2y_2 = ϕ(h)\phi(h)-ϕ(0)\phi(0) . Their difference is an exact finite-difference identity up to a Taylor remainder of order h4h^4 :

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hh

Symbol h

h is a part of this expression. Its role is fixed by the surrounding article and by the operations shown in the formula.

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−h-h

Equation 117 · Evolutionary Physics

The Bend an Elevator Cannot Fake

This mathematical expression combines the displayed quantities; its precise role follows from the surrounding article text.

An exact analytic evaluation, not a simulation, fixes the scale this actually requires. Take three clocks stacked vertically at heights -h , 0 , and +h near Earth’s surface, giving two edges y1y_1 = ϕ(0)\phi(0)-ϕ(−h)\phi(-h) and y2y_2 = ϕ(h)\phi(h)-ϕ(0)\phi(0) . Their difference is an exact finite-difference identity up to a Taylor remainder of order h4h^4 :

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