Presents a Fubini theorem for analytic feynman integrals using gaussian processes, indicating a new formulation for iterated integrals.
In this paper, I provide a Fubini theorem for the analytic Feynman integral (AFI) associated with Gaussian processes. I then proceed to represent the iterated AFI of bounded cylinder functionals on Wiener space as a single AFI.
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Jae Gil Choi (2026) studied this question.
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