The paper justifies the composite coherence metric in event-based narrative extraction via an information-geometric decomposition on the product manifold and an axiomatic uniqueness proof for the geometric mean.
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Existence of C² solutions to the inhomogeneous Jordan-von Neumann equation is equivalent to g being C² and satisfying a cocycle identity, with the solution given by an integral involving the second partial of g.
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An integral formula for the inhomogeneous Jordan--von Neumann equation
Existence of C² solutions to the inhomogeneous Jordan-von Neumann equation is equivalent to g being C² and satisfying a cocycle identity, with the solution given by an integral involving the second partial of g.