Singularities of integrals: Homology, hyperfunctions and microlocal analysis (Universitext)
So, if not the rightful King of the Sciences, in this day and age, as in so many others, physics is once again making certain overtures to the Queen and she is not being unresponsive.
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On the pure mathematics side, one can safely say that this branch of theoretical physics genuinely contributed to the birth of the theory of hyperfunctions and microlocal analysis. Thus, we have a priori connections with the mathematics of Sato and Kashiwara, right off the bat, and this certainly makes for a serious mathematical imprimatur.
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But the context of Singularities of Integrals is actually somewhat more in the direction of physics. We can really only handle quadratic terms, i.
Well, enough physics. And then de Rham makes his appearance on p.gastgradtokhscortio.gq
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Singularities of Integrals: Homology, Hyperfunctions and Microlocal Analysis
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