Worked Problems in Modern Differential Geometry

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SUMMARY

This discussion focuses on the need for resources that provide worked problems in modern differential geometry, specifically highlighting the scarcity of materials that delve into detailed problem-solving techniques. Users recommend "Schaum's Outline" as a valuable resource and suggest "Analysis, Manifolds, Physics" for further study. The conversation emphasizes the importance of practical examples in understanding complex concepts in differential geometry.

PREREQUISITES
  • Understanding of differential geometry concepts
  • Familiarity with manifold theory
  • Basic knowledge of mathematical analysis
  • Experience with problem-solving in advanced mathematics
NEXT STEPS
  • Explore "Schaum's Outline" for practical problem-solving techniques in differential geometry
  • Read "Analysis, Manifolds, Physics" for insights into the application of differential geometry in physics
  • Research submanifold theory for advanced applications in differential geometry
  • Look for online courses or workshops focusing on applied differential geometry problems
USEFUL FOR

Mathematicians, physics students, and educators seeking to deepen their understanding of differential geometry through practical problem-solving resources.

rick1138
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I'm looking for resources of worked problems in modern differential geometry. There are plenty that have theorems and general formulas but very few that gon into the dirty details of how to solve actual problems. Any information would be appreciated.
 
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Anywhere I can find sources for submanifold theory?:confused:
 

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