Some comments on rigorous finite-volume Euclidean quantum field path integrals in the analytical regularization scheme (Q666312)

Summary: Through the systematic use of the Minlos theorem on the support of cylindrical measures on \(\mathbb{R}^{\infty}\), we produce several mathematically rigorous finite-volume Euclidean path integrals in interacting Euclidean quantum fields with Gaussian free measures defined by generalized powers of finite-volume Laplacian operator.