Potential theory on the Berkovich Projective Line


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Potential Theory and Dynamics on the Berkovich Projective Line : Matthew Baker :

Publication Month and Year: Copyright Year: Page Count: Cover Type: Hardcover. Print ISBN Online ISBN Print ISSN: Online ISSN: Primary MSC: Secondary MSC: 37 ; Applied Math? MAA Book?


  • Potential Theory and Dynamics on the Berkovich Projective Line.
  • Seminar on Potential Theory II?
  • Potential Theory and Dynamics on the Berkovich Projective Line?
  • Your Answer;
  • American Notes for General Circulation.
  • Potential Theory and Dynamics on the Berkovich Projective Line.

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Online Price 1: Print Price 1 Label: List. Print Price 1: Online Price 2: Print Price 2: Online Price 3: Print Price 3: Non-Archimedean analysis is a crucial part of modern number theory which first arose in the early twentieth century work of Kurt Hensel on the famous 'p-adic numbers'. Berkovich's theory has since become an important tool in modern number theory and algebraic geometry.

Tropical geometry is a relatively new and active area of research with applications to many fields of mathematics. Surprisingly -- and rather mysteriously -- the tropical approximation remembers much more information about the original variety than one might originally expect.

Berkovich space

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Potential theory on the Berkovich Projective Line Potential theory on the Berkovich Projective Line
Potential theory on the Berkovich Projective Line Potential theory on the Berkovich Projective Line
Potential theory on the Berkovich Projective Line Potential theory on the Berkovich Projective Line
Potential theory on the Berkovich Projective Line Potential theory on the Berkovich Projective Line
Potential theory on the Berkovich Projective Line Potential theory on the Berkovich Projective Line

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