Cylinder frame operators for Bernoulli Cantor measures converge in norm to a compact positive operator uniquely characterized by a first-level self-similar fixed-point identity and a scalar resolvent renormalization formula.
Physical Processes in a Convergent Theory of the Weak and Electromagnetic Interactions
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Searching for heavy neutrinos in $e^+ e^- \to W^+ W^-$: it is all about unitarity
Cylinder frame operators for Bernoulli Cantor measures converge in norm to a compact positive operator uniquely characterized by a first-level self-similar fixed-point identity and a scalar resolvent renormalization formula.