Multiple poles of the motivic zeta functions and the monodromy property

Luigi Lunardon
This thesis summarizes the results of my research during the years of my Ph. D. at Imperial College London. I was mostly concerned with questions involving the motivic zeta function for degenerating Calabi-Yau varieties and the monodromy properties for these degenerations; in parallel to this research, I had a small side project on simplicial contractions. The first question we investigated is related to the monodromy property for K3 surfaces which admits triple-points-free models. These Calabi-Yau...
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