Functional differentiation and integration

AI Thread Summary
The discussion centers on the search for a mathematically rigorous introduction to the functional approach to quantization in quantum field theory (QFT). The original poster expresses frustration with QFT texts that lack rigor, particularly regarding integral convergence. They seek recommendations for resources that balance mathematical depth with accessibility for physicists. A specific book is mentioned, which has been recommended by a friend, but the poster has not personally reviewed it. The conversation highlights the need for materials that effectively bridge the gap between advanced mathematics and practical application in physics.
Matterwave
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Hi guys,

I'm trying to study the functional approach to quantization in QFT. The QFT books seem to often "sweep things under the rug" and not be too rigorous when it comes to issues like integral convergence, and the like. So I was wondering if there was a more mathematically rigorous introduction to this field of mathematics that would still be readable to a physicist like me (so it can't be super mathy...if you know what I mean... or if it's really mathy, at least it has to introduce all the necessary concepts that someone would need to understand the material).

Thanks.
 
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