to do with the well-known (if bizarre) appearance of “virtual” particles that constantly pop in and out of existence in the vacuum. These particles appear in pairs literally out of nowhere; their common origin ensures that they are entangled. In their brief lifetimes they sometimes collide with real particles,
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, which then become entangled themselves.
Now suppose Alice and Bob, universally acknowledged to be the most capable quantum experimenters ever imagined, start collecting these real entangled particles in the vacuum. Alice takes one member of each pair and Bob takes the other. They fly away separately to distant realms of space and then each smushes their particles so densely that they become a black hole. Because of the entanglement these particles started with,
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, Alice and Bob have now created two entangled black holes. If ER=EPR is right,
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, a wormhole will link those black holes; entanglement,
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, therefore,
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, can be described using the geometry of wormholes. “This is a remarkable claim whose impact has yet to be appreciated,
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,” Susskind writes.
Even more remarkable, he suggests,
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, is the possibility that two entangled subatomic particles alone are themselves somehow connected by a sort of quantum wormhole. Since wormholes are contortions of spacetime geometry — described by Einstein’s gravitational equations — identifying them with quantum entanglement would forge a link between gravity and quantum mechanics.
In any event,
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, these developments certainly emphasize the importance of entanglement for understanding reality. In particular, ER=EPR illuminates

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