报告题目： Graded Steinberg algebras
报告人： 李换换（西悉尼大学）
时间：9月25日，上午10：30-11：30
9月27日，上午10：30-11：30
地点：管理科研楼1518教室
摘要： We consider the graded Steinberg algebra of a graded ample Hausdorff groupoid. We show that this category is isomorphic to the category of unital left modules over the Steinberg algebra of the skew-product groupoid arising from the grading. To do this, we show that the Steinberg algebra of the skew product is graded isomorphic to a natural generalisation of the the Cohen-Montgomery smash product of the Steinberg algebra of the underlying groupoid with the grading group. Specialising to the setting of directed graphs, we produce a representation of the monoid of graded finitely generated projective modules over a Leavitt path algebra.
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