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    By the modal transfer principle, if X follows from someth... — Carmelics
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    Supports→Every existing immediate infinite mode exists necessarily.
    Supports→Every existing mediate infinite mode exists necessarily.

    By the modal transfer principle, if X follows from something that exists necessarily, then X exists necessarily.

    Modality & Possibility
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    Every existing immediate infinite mode exists necessarily.

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    Related propositions within the same area of thought.
    Every existing immediate infinite mode exists necessarily.Every existing mediate infinite mode exists necessarily.Every immediate infinite mode exists necessarily.Every mediate infinite mode follows from an immediate infinite mode.
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    Immediate infinite modes follow from substance (which exists necessarily).

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    The modal transfer principle states that if x exists necessarily and y...97%The modal transfer principle requires that a mode follow entirely from...93%The modal transfer principle requires necessity to derive from God's n...88%Condition (i) of the modal transfer principle requires that a mode nec...85%

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    SEP: spinoza-modal
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    In the case of existing infinite modes, Spinoza’s answer is clearly yes. In Ip22, Spinoza claims that so-called “immediate” infinite modes follow from something that exists necessarily, namely substance. Therefore, by the modal transfer principle, every existing immediate infinite mode exists necessarily. Furthermore, Spinoza claims that every so-called “mediate” infinite mode follows from something that exists necessarily (namely, an immediate infinite mode), so every mediate infinite mode exis

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