1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.MG2017★ 1 cited
Differential forms for fractal subspaces and finite energy coordinates
Daniel J. Kelleher
This paper introduces a notion of differential forms on closed, potentially fractal, subsets of Euclidean space by defining pointwise cotangent spaces using the restriction of $C^1…
math.MG2012
Computation of the scaling factor of resistance forms of the pillow and fractalina fractals
Michael J. Ignatowich, Daniel J. Kelleher, Catherine E. Maloney +2
Much is known in the analysis of a finitely ramified self-similar fractal when the fractal has a harmonic structure: a Dirichlet form which respects the self-similarity of a fracta…