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04-07【张泽宝】新楼312 吴文俊重点实验室代数学系列报告之263

题目:Formality of the de Rham complexes of smooth varieties in positive Characteristic

报告人:张泽宝,重庆理工大学

时间:4月7日(周一)上午9:30-11:00

地点:数学科学学院新楼312

摘要:Deligne and Illusie showed that the de Rham complex of a W_2-liftable smooth variety over a perfect field of characteristic p>0 is formal if its dimension is less than p. However, if the dimension exceeds p, the W_2-lifting condition is not sufficient to guarantee the formality of the de Rham complex. Nevertheless, Petrov recently demonstrated that the de Rham complex of a quasi-F-split smooth variety is formal. In this talk, we present another class of smooth varieties, called ℓ-Ω-split varieties, whose de Rham complexes are also formal.



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