Multiplications of Distributions in One Dimension and a First Application to Quantum Field Theory
Copyright policy )Multiplications of Distributions in One Dimension and a First Application to Quantum Field Theory
In a previous paper we have introduced a class of multiplications of distributions in one dimension. Here we furnish different generalizations of the original definition and we discuss some applications of these procedures to the multiplication of delta functions and to quantum field theory.
- University of Palermo Italy
Distributions and ultradistributions as boundary values of analytic functions, Applied Mathematics, FOS: Physical sciences, Model quantum field theories, Mathematical Physics (math-ph), Operations with distributions and generalized functions, multiplication of distributions, quatum field model, Applications of functional analysis in quantum physics, Constructive quantum field theory, free \(1+1\) Klein-Gordon theory, Analysis, Mathematical Physics
Distributions and ultradistributions as boundary values of analytic functions, Applied Mathematics, FOS: Physical sciences, Model quantum field theories, Mathematical Physics (math-ph), Operations with distributions and generalized functions, multiplication of distributions, quatum field model, Applications of functional analysis in quantum physics, Constructive quantum field theory, free \(1+1\) Klein-Gordon theory, Analysis, Mathematical Physics
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