The Other Seesaw: A Parable of the Second Complementarity
Authors/Creators
Description
A pedagogical parable illustrating the second complementarity relation for gravitational decoherence. Two children on a seesaw discover their pivot height has shifted evidence their seesaw rests on a master seesaw, with another seesaw at its far end. Their seesaw’s tilt (left-right) is perpendicular to the master’s tilt (up-down); balance reveals the master structure. The master angle θC = arctan(μC/S) encodes the ratio of hidden to known contributions. When hidden equals known, both the seesaw balance angle and the master tilt equal 45—a double-45 structure reflecting equal partition on orthogonal axes.
Abstract (English)
Popular Summary. Two children on a seesaw notice something strange. They’re perfectly balanced—left equals right—but their centre is at the wrong height. They step back and discover the truth: their seesaw rests on a bigger seesaw, and at the far end sits another seesaw with other children. When both seesaws are balanced, they can measure the master’s tilt. That tilt tells them how heavy the other seesaw is. If the other seesaw weighs the same as theirs, the master tilts exactly 45 degrees. They were never alone. They just couldn’t see the others until they stopped tilting.
Technical info (English)
Files
caprazli_other_seesaw_2025.pdf
Files
(120.9 kB)
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Additional details
Related works
- Is supplement to
- 10.5281/zenodo.18012170 (DOI)