Exact Fox Logarithms and Hermitian Positivity for a Specified Doubled Reflection Tuple of Type G34

This working paper presents exact computational results for a specified doubled reflection tuple associated with the complex reflection group G34. The results include exact Fox logarithm operators, rank-sixteen certificates, Hermitian polarization, positivity calculations, and finite arithmetic verification. The calculations concern a specified algebraic model and do not establish the geometric Hurwitz-family identification, the required period-map rank, or the Hodge conjecture. This is an unrefereed computational mathematics preprint prepared with AI-assisted mathematical analysis, programming, and verification.