AMA | May 2026

Welcome to the May 2026 Ask Me Anything episode of Mindscape! These monthly excursions are funded by Patreon supporters (who are also the ones asking the questions). We take questions asked by Patreons, whittle them down to a more manageable number -- based primarily on whether I have anything interesting to say about them, not whether the questions themselves are good -- and sometimes group them together if they are about a similar topic. Enjoy!

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AMA

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2 thoughts on “AMA | May 2026”

  1. Robert Kitcey

    Thank you again, Sean, for taking the time to answer my question. Your response helped crystallize my core difficulty.

    I agree that one cannot simply declare “one world” without a specific dynamical mechanism. That is exactly the problem I have been working to formulate. But the inverse caution also seems to apply: one cannot take an elegant microscopic equation, promote it to a complete macroscopic ontology, and then declare many-worlds inevitable.

    Many-worlds does not follow from the Schrödinger equation alone. It follows from the Schrödinger equation plus the further assumption that decohered sectors of the universal wavefunction should be treated as equally real classical worlds. What the equation itself delivers is an evolving quantum state with decohered, approximately autonomous sectors. Calling those sectors “worlds” is already an interpretive step — an ontological promotion, not a mathematical consequence.

    The real issue, therefore, is not whether one accepts the Schrödinger equation. I do. The issue is whether that equation is a complete description of reality at the macroscopic level. If it is complete, then we still need to explain why decohered sectors deserve the title “worlds” rather than merely “autonomous components of the quantum state.” If it is incomplete, then we need a bridge law explaining how quantum-modal structure becomes classically operative structure.

    Either way, “worldhood” is not delivered by the bare equation.

    Probability ranks the candidates; it does not instantiate a winner. And if probability does not instantiate even one winner, it cannot be used to instantiate many.

    So my central objection is not to Schrödinger evolution. It is to treating Schrödinger evolution plus decoherence as though it already supplies classical worldhood. The equation gives quantum evolution. Decoherence gives autonomous sector structure. Probability gives weighting. But none of those, by themselves, explains why or how a sector becomes a classically operative world.

    That is the missing step.

  2. What would Schrodinger have thought of Hugh Everett’s MWI?
    Schrodinger would almost certainly have been deeply uncomfortable with MWI. He helped invent the wavefunction, but he did not believe it represented a literal branching multiverse. His writings show a mix of realism, irony, and frustration with the measurement problem (i.e., Quantum systems evolve smoothly and deterministically until you measure them – then suddenly they collapse into a definite outcome. The theory gives two incompatible rules for how the world evolves and never tells you when or why to switch between them) – none of which align naturally with MWI.
    If Schrodinger were alive to evaluate MWI, the most historically consistent conclusion is he would admire its mathematically elegance but reject its ontology as metaphysically extravagant and conceptually misguided.
    As far as the measurement problem goes, he would likely say MWI solves the measurement problem by denying the problem, not by explaining it.
    Ref: Microsoft Copilot

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