When radiative corrections are finite but undetermined
R. Jackiw
TL;DR
This paper discusses the phenomenon in quantum field theory where radiative corrections are finite yet remain undetermined, highlighting a subtle aspect of quantum calculations.
Contribution
It introduces and analyzes the concept of finite but undetermined radiative corrections in quantum field theory.
Findings
Identifies conditions under which corrections are finite but undetermined
Explores implications for quantum calculations and predictions
Provides theoretical insights into quantum correction ambiguities
Abstract
In quantum field theory radiative corrections can be finite but undetermined.
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