hardProblemCert
plain-language theorem explainer
The declaration constructs a certificate asserting that exactly five canonical stances address Chalmers's hard problem of consciousness. Philosophers of mind in the Recognition Science program would cite it when locating the framework's fifth-type position on qualia. The definition is a one-line wrapper that populates the structure from the pre-established cardinality result.
Claim. The certificate asserts that the finite type of stances toward Chalmers's hard problem of consciousness has cardinality five, witnessed by the enumeration of those stances.
background
The module addresses the hard problem of consciousness within Recognition Science by classifying five canonical stances: eliminativism, type-A materialism, type-B materialism, dualism, and panpsychism or neutral monism. It positions Recognition Science as offering a fifth-type view in which recognition coupling is the fundamental ontic ground and qualia arise as resonances in the (Z, Θ) system. The structure requires that the finite type of these stances has cardinality five. The supporting theorem establishes this equality by direct decision.
proof idea
The definition is a one-line wrapper that constructs the structure instance by assigning the five_stances field the value of the theorem that decides the cardinality of the stance type.
why it matters
The definition supplies the concrete certificate for the five-stance classification that the module introduces. It anchors the Recognition Science claim of a distinct fifth-type position on consciousness. With no recorded downstream uses, it leaves open the integration of this certificate into broader arguments about the emergence of qualia from the recognition functional equation.
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