Log Structures on Generalized Semi-Stable Varieties


In this paper we study the log structures on generalized semistable varieties, generalize the result by F. Kato and M. Olsson, and prove the canonicity of log structure when it can be expected. In out text we first give the definitions of local chart and weakly normal crossing morphism. Then we study the invariants of complete noetherian local ring coming… (More)


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@inproceedings{Li2005LogSO, title={Log Structures on Generalized Semi-Stable Varieties}, author={Ting - Kai Li}, year={2005} }