most citedExistence and uniqueness of diffusions on the Julia sets of Misiurewicz-Sierpinski maps

4 citations · 4 across the 1 of their papers we have counts for

collaborators

3 papers

math.CV2020

Clifford Analysis with Indefinite Signature

Matvei Libine, Ely Sandine

We extend constructions of classical Clifford analysis to the case of indefinite non-degenerate quadratic forms. We define (p,q)-left- and right-monogenic functions by means of Dir…

math.FA2020★ 4 cited

Existence and uniqueness of diffusions on the Julia sets of Misiurewicz-Sierpinski maps

Shiping Cao, Malte S. Hassler, Hua Qiu +2

We study the balanced resistance forms on the Julia sets of Misiurewicz-Sierpinski maps, which are self-similar resistance forms with equal weights. In particular, we use a theorem…

math.CA2019

Polynomials on the Sierpinski Gasket with Respect to Different Laplacians which are Symmetric and Self-Similar

Christian Loring, W. Jacob Ogden, Ely Sandine +1

We study the analogue of polynomials (solutions to for some ) on the Sierpinski gasket () with respect to a family of symmetric, self-similar Laplacians const…