A new functional calculus definition for fractional powers of bisectorial vector operators rigorously grounds nonlocal Fourier laws for heat propagation.
Japan Acad., 36 (1960), 86–89
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Nonlocal Fourier Laws for Heat Propagation via Fractional powers of Vector Operators
A new functional calculus definition for fractional powers of bisectorial vector operators rigorously grounds nonlocal Fourier laws for heat propagation.