or so,
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, physicists have pursued two main quantum issues separately: one,
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, how to interpret the quantum math to make sense of its weirdness (such as entanglement),
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, and two,
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, how to marry quantum mechanics to gravity. It turns out,
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, if ER=EPR is right, that both questions have the same answer: Quantum weirdness can be understood only if you understand its connection to gravity. Wormholes may forge that link.
Wormholes are technically known as Einstein-Rosen bridges (the “ER” part of the equation). Nathan Rosen collaborated with Einstein on a paper describing them?in 1935. EPR refers to another paper?Einstein published with Rosen in 1935, along with Boris Podolsky. That one articulated quantum entanglement’s paradoxical puzzles about the nature of reality. For decades nobody seriously considered the possibility that the two papers had anything to do with one another. But in 2013, physicists Juan Maldacena and Leonard Susskind proposed that in some sense, wormholes and entanglement describe the same thing.
In a recent paper,
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, Susskind has spelled out some of the implications of this realization. Among them: understanding the wormhole-entanglement equality could be the key to merging quantum mechanics and general relativity,
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, that details of the merger would explain the mystery of entanglement, that spacetime itself could emerge from quantum entanglement,
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, and that the controversies over how to interpret quantum mechanics could be resolved in the process.
“ER=EPR tells us that the immensely complicated network of entangled subsystems that comprises the universe

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