Research in Differential Geometry

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SUMMARY

The discussion centers on identifying leading researchers in differential geometry, specifically in the areas of Symplectic geometry and Kaehler geometry. Participants recommend consulting math advisors and reviewing recent publications in math journals and arXiv to find active researchers. This approach will help prospective graduate students determine which institutions have faculty specializing in their areas of interest, including Algebraic topology and Geometric topology.

PREREQUISITES
  • Understanding of differential geometry concepts
  • Familiarity with Symplectic and Kaehler geometry
  • Knowledge of Algebraic topology and Geometric topology
  • Experience with academic research methods and resources
NEXT STEPS
  • Research recent publications in differential geometry on arXiv
  • Identify leading researchers in Symplectic and Kaehler geometry
  • Explore graduate programs with faculty specializing in Algebraic topology
  • Consult math advisors for recommendations on research opportunities
USEFUL FOR

Prospective graduate students in mathematics, particularly those interested in differential geometry, Symplectic geometry, and related fields.

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I am currently looking at grad schools, and I am wondering if anyone knew who are the leading researchers in differential geometry. I know that question is a little vague considering how diverse differential geometry is, but I was hoping that something could direct me in the right direction. Right now I am pretty interested in Symplectic geometry and Kaehler geometry. I also have some interest in Algebraic topology and Geometric topology.
 
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In addition to PF, you could ask your math advisor and research the most recent math journals and the arxiv for who's publishing on these geometries. From there you'll be able to see what schools have faculty that specialize in your interests.
 

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