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    For a causal curve of the type in question to reach Σ₀, i... — Carmelics
    Home/Modality & Possibility
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    Challenges→The requirement that causal curves with a future endpoint in the time travel region and no past endpoint must intersect Σ₀ is too strong, because it rules out Thornian time machines altogether.

    For a causal curve of the type in question to reach Σ₀, it must first intersect H⁺(Σ₀).

    CausationModality & Possibility
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    Modality & PossibilityCausation

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    Once a curve reaches H⁺(Σ₀), it can be continued endlessly into the past without...The generators of H⁺(Σ₀) are past endless null geodesics that never meet Σ₀.The requirement that causal curves with a future endpoint in the time travel reg...

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    Once a curve reaches H⁺(Σ₀), it can be continued endlessly into the pa...83%The requirement that causal curves with a future endpoint in the time ...78%Disjunctive types may also have causal relations in the intersections ...75%Therefore L must intersect C at some point ⟨j, j⟩, guaranteeing a cons...74%

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    Thus, if the operation of a Thornian time machine is to be a live possibility, some condition weaker than causal determinism must be used to capture the sense in which the state on \(\Sigma_0\) can be deemed to be responsible for the subsequent development of CTCs. Given the failure of causal determinism, it seems the next best thing to demand that the region \(V\) is “adjacent” to the future domain of dependence \(D^+ (\Sigma_0)\). Here is an initial stab at such an adjacency condition.

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