Overcoming Nonrenormalizability -- Part 2
John R. Klauder

TL;DR
This paper extends previous methods to address nonrenormalizability in certain quantum field theories, focusing on models with higher powers, based on the hard-core picture of nonrenormalizability.
Contribution
It introduces an extension of procedures to overcome nonrenormalizability for models with p=8,10,12,..., based on the hard-core picture.
Findings
Extended procedures successfully address nonrenormalizability in higher p models.
The hard-core picture provides a foundational principle for these extensions.
Results suggest new ways to handle nonrenormalizable quantum field theories.
Abstract
The procedures to overcome nonrenormalizability of \phi^4_n, n\ge5, quantum field theory models that were presented in a recent paper are extended to address nonrenormalizability of \phi^p_3, p=8,10,12,..., models. The principles involved in these procedures are based on the hard-core picture of nonrenormalizability.
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