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    If the gravitational field remains classical while source... — Carmelics
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    Challenges→There is no logical necessity to quantize the gravitational field.

    If the gravitational field remains classical while sourced by quantum expectation values, the Schrödinger equation itself becomes nonlinear, violating well-confirmed quantum principles.

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    Key Terms

    Classical (physics)(as used in physics to contrast with quantum mechanics)
    Physics that follows the everyday rules we observe in the large-scale world, like objects falling or planets orbiting—as opposed to quantum physics, which describes the weird behavior of tiny atoms and particles.
    Gravitational field(physics and Einstein's theory)
    The invisible influence that gravity exerts throughout space, bending and warping it the way a heavy ball creates a dip in a stretched rubber sheet.
    Nonlinear(as used in mathematics and physics)
    A system where the outputs don't change in simple proportion to the inputs; small changes don't necessarily produce small effects.
    Quantum expectation values(as used in quantum mechanics)
    A prediction of what you'd most likely measure if you performed an experiment on a quantum system (a subatomic particle or atom), based on the math of quantum mechanics.

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    Quantum principles(as used in physics and the statement)
    The core rules and laws that govern how particles and atoms behave, which have been tested and confirmed countless times by scientists.
    Schrödinger equation(the fundamental equation of quantum mechanics that the first response proposes modifying)
    The main mathematical formula in quantum mechanics that describes how particles behave and change over time.

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    There is no logical necessity to quantize the gravitational field.

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