Regularity of gradient vector fields giving rise to finite caccioppoli partitions

HIGHLIGHTS

• who: Roger Moser from the (UNIVERSITY) have published the Article: Regularity of gradient vector fields giving rise to finite Caccioppoli partitions, in the Journal: (JOURNAL)
• what: Since much of the analysis examines graph(u), it is also convenient to think of F as the set of points where the graph behaves approximately R. Moser like the (n-dimensional) faces of a polyhedral surface, whereas E corresponds to approximate ((n - 1)-dimensional) edges. The authors examine intersections of graph(u) with hyperplanes perpendicular to one of the vectors u03bd i. As the authors have already seen . . .
  

   

  

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