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We consider the thermoelectric properties of the mixed-dimensional quantumelectrodynamics of the relativistic Dirac fermion and Wilson-Fisher boson.These models are self-dual, and can form non-trivial many-body phases dependingon the values of chemical potential, background magnetic field and theelectromagnetic fine-structure constant. Using particle-vortex duality, wederive a variety of thermoelectric relations for strongly-interacting phaseswith classic paradigms such as the Wiedemann-Franz law and the Mott's relationin the dual weakly interacting regimes. Besides, at the self-dual point, forthe fermionic theory we find the ratio of thermal conductivity of electricalconductivity depends on the determinant of the Seebeck tensor and thephenomenological parameter Hall angle $\theta_H$. As for the bosonic theory,the dual fermion description explains how its Seebeck tensor varies dependingon the dynamic regime characterized by $\theta_H$.

Thermoelectric properties and Wiedemann-Franz like relations in mixed-dimensional QEDs from particle-vortex dualities