Biharmonic extensions on infinite trees

HIGHLIGHTS

• What: In this note the authors investigate various aspects of these results in the context of discrete potential theory Given an tree T with positive potentials the authors prove that for a harmonic function h outside a finite set there exists a harmonic function H T such that h - H is bounded outside a finite set. Developing other results based this theorem the authors investigate in detail T and study their properties.
• Who: Biharmonic functions and colleagues from the Department of, King Saud University, Riyadh, Saudi Arabia have published the Article: Biharmonic Extensions on Infinite . . .
  

   

  

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