Reiman sphere mobius transforms and inverse square

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    Inverse Sphere Square
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SUMMARY

The discussion focuses on the analysis of inverse square problems using the Riemann sphere for mapping points in the plane. Participants emphasize the importance of correctly referencing Bernhard Riemann, the mathematician behind the concept. The conversation highlights the potential applications of Riemann sphere transformations in solving complex mathematical problems related to inverse square laws.

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  • Understanding of Riemann sphere mapping
  • Familiarity with inverse square laws in physics
  • Basic knowledge of complex analysis
  • Experience with mathematical transformations
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  • Research Riemann sphere mapping techniques
  • Explore applications of inverse square laws in physics
  • Study complex analysis fundamentals
  • Investigate mathematical transformations and their uses
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Mathematicians, physicists, and students interested in advanced mathematical concepts and their applications in real-world problems, particularly those involving inverse square laws.

zwoodrow
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has anyone ever seen analysis of inverse square problems using the points in the plane mapped onto the reiman sphere.
 
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His name was Riemann, not reiman.
 

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