Defines m-order logarithmic Schrödinger operators and proves Taylor expansions for their fractional powers with respect to the order s in (0,1) converging in L^p(R^d).
The logarithm L aplacian on general graphs
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On $m$-order logarithmic Schr\"odinger operator
Defines m-order logarithmic Schrödinger operators and proves Taylor expansions for their fractional powers with respect to the order s in (0,1) converging in L^p(R^d).