I have some doubts when dealing with non-renormalizable theories in fact le,s suppose we have a theory that is non-renormalizable for n>4 or n=4 then we could do the trick of triying to renormalize it in 4-e dimension being e a small parameter e>0 and after that take the limit e=0 (dimensional regularization).(adsbygoogle = window.adsbygoogle || []).push({});

Another way would be to introduce a cut-off in momentum integrate for momentum<R being R the cut-off so the intgrals are function of R after that we would make an expansion through the singularity in R of the function I(R) and the singularities are isolated....

then now after the chat my question is why if these methods exist are still some non-renormalizable theories?...thanks for the reply.

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# Methods for Non-renormalizable theories?

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