Integration of Differential Forms
Speaker: Nguyen Khanh Hung

Time: 17h30, Thursday June 18, 2020

Online https://us04web.zoom.us/j/74914721760?pwd=L1VOOGEwVHZTb2htejBjUzd6aDlsdz09

Abstract: In this talk I will first define the notion of the integration of differential 1-forms on a Riemann surface, and represent its application in the primitive of 1-forms, I then define the notion of the integration of 2-forms and give the proof of Residue Theorem for compact Riemann surfaces.

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Highlights

20/12/24, Colloquium Lecture:
New matrix perturbation bounds via “skewness”: theory and applications.
06/01/25, Conference:
Geometry and Dynamics in Low Dimensions
06/01/25, Conference:
The 3rd Vietnam - Korea joint workshop on selected topics in mathematics
21/07/25, Conference:
International conference on commutative algebra to the memory of Jürgen Herzog

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