16 citations · 27 across the 8 of their papers we have counts for
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math.FA2016
Dirichlet forms for singular diffusion on graphs
Christian Seifert, Jürgen Voigt
We describe operators driving the time evolution of singular diffusion on finite graphs whose vertices are allowed to carry masses. The operators are defined by the method of quadr…
math.FA2016
Perturbations of Positive Semigroups on AM-Spaces
A. Bátkai, B. Jacob, J. Voigt +1
We consider positive perturbations of positive semigroups on AM-spaces and prove a result which is the dual counterpart of a famous perturbation result of Desch in AL-spaces. As an…
math.FA2016★ 4 cited
Bands in -spaces
Hendrik Vogt, Jürgen Voigt
For a general measure space , it is shown that for every band in there exists a decomposition such that $M=L_p(μ')=\{f\in L_p(μ);f=0\ μ^…