Top grad programs in several complex variables and complex geometry?

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Discussion Overview

The discussion revolves around identifying top graduate programs in the fields of several complex variables and complex geometry, with a focus on universities in the United States. Participants share insights about notable faculty and institutions relevant to these areas of study.

Discussion Character

  • Exploratory
  • Debate/contested

Main Points Raised

  • One participant highlights UC San Diego as a strong program, mentioning faculty members Rothschild and Ebenfelt.
  • Another participant notes that Xiaojun Huang at Rutgers is considered talented in the field, based on hearsay from a student of Ebenfelt.
  • A participant expresses enthusiasm about the possibility of attending Rutgers, indicating personal connections to current students there.
  • One participant suggests considering Donu Arapura at Purdue University and recommends looking into authors of relevant books and papers to identify other potential programs.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the best programs, and multiple competing views regarding notable faculty and institutions are presented.

Contextual Notes

Some contributions are based on personal connections and anecdotal evidence, which may not provide a comprehensive view of the programs discussed.

camilus
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I know UC San Diego is good, Rothschild and Ebenfelt are there, but are there any other ones that stand out in these and related fields?

Thanks a bunch
 
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This isn't my area, but I heard from one of Ebenfelt's students that Xiaojun Huang of Rutgers is very talented in this field.
 
Last edited:
Wow Huang is at Rutgers! Omg thanks, I knew posting this was a good idea. I actually have a very good chance of getting into Rutgers, I know people who are there now.

Does anyone know any other big names or good schools for these areas?
 
I assume you are only interested in US universities? –If that's the case, I would look into Donu Arapura's work. He is in Purdue University: http://www.math.purdue.edu/~dvb/
But if I were you I would just look to different books/papers' authors and find in which university they are.
 

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