Top grad programs in several complex variables and complex geometry?

[camilus]

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

 

[Jorriss]

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.

 

[camilus]

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?

 

[Redsummers]

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.

 

[Matrix0]

for your question! As a scientist in the field of mathematics, I am happy to share my knowledge and expertise on the top graduate programs in several complex variables and complex geometry.

First and foremost, the University of California, San Diego (UCSD) is indeed a top institution for these fields, with renowned professors such as Rothschild and Ebenfelt. However, there are also other highly reputable programs that stand out in these areas.

One notable institution is the Massachusetts Institute of Technology (MIT), which has a strong focus on complex geometry and its applications in areas such as algebraic geometry and differential geometry. Their faculty includes world-renowned mathematicians such as David Jerison and Tomasz Mrowka.

Another highly regarded program is at Princeton University, where the mathematics department has a strong emphasis on complex analysis and geometry. Their faculty includes prominent mathematicians such as Peter Sarnak and Yakov Eliashberg.

In addition, the University of Chicago, Columbia University, and Stanford University also have excellent programs in several complex variables and complex geometry, with faculty members who are leaders in their respective fields.

It is also worth mentioning that many top institutions have strong collaborations and partnerships with other universities, allowing for a diverse range of research opportunities and resources for students interested in these fields.

Overall, there are many top graduate programs in several complex variables and complex geometry, each with their own unique strengths and opportunities for students. I encourage you to thoroughly research and consider all of your options before making a decision on where to pursue your graduate studies. Best of luck in your academic journey!