converters was successfully initiated by the development of various highly efficient TE material classes. Such materials require a unique combination of electronic (i.e., Seebeck coeffi cient ( α ), electrical resistivity ( ρ ), electronic thermal conductivity ( κ e ), and lattice (i.e., lattice thermal conductivity ( κ l )) properties, enabling the highest possible TE fi gure of merit ( ZT = α 2 T /[ ρ ( κ e + κ l )], where T is the absolute temperature values, for achieving signifi cant heat-to-electricity conversion effi ciencies. AB (where A is Pb, Sn, and Ge, and B is Te, Se, and S) chalcogenides and their alloys are narrow band-gap semiconductors, known as the most effi cient TE alloys for intermediate working temperatures of up to 600 °C. Yet, due to the fact that the electronic properties (i.e., α , ρ , and κ e ) are strongly coupled and follow opposite trends (i.e., α and ρ are decreased, and κ e is increased) upon increasing the carrier concentration (for example, by introducing the doping elements), most of the recently published highly effi cient chalcogenides were mainly focused on applying the advanced nanostructuring approaches for κ l reduction, and correspondingly enhancement of ZT due to lattice modifi cations. Such approaches included alloying methods (e.g., with SrTe, [ 1,2 ] MgTe, [ 3 ] and CdTe, [ 4 ] generating embedded strained endotaxial nanostructures, for the case of PbTe), the usage of layered structures, effectively scattered phonons (e.g., SnSe, [ 5 ] and approaching phase separation reactions, generating thermodynamic-driven nanoscale modulations (e.g., Ge x Pb 1-x Te [6][7][8] and Ge x (Sn y Pb 1-y ) 1-x Te. [ 9,10 ] All of these approaches resulted in a signifi cant increase of ZT up to ≈2.5 [ 5 ] due to an effective scattering of phonons by the associated generated nanofeatures.Regarding electronic optimization, for maximizing the α 2 / ρκ e component of ZT , besides using standard doping elements (e.g., PbI 2 and Bi as donors, and Na as an acceptor) for a moderate tuning of the carrier concentrations toward TE optimal values in the range of 10 19 cm −3 , attempts for TE electronic optimization of chalcogenides were so far focused on increasing the carrier effective mass by the convergence of electronic bands (e.g., enhancing the effect of heavy holes on account of light holes in degenerate PbSe [ 11 ] and GeTe [ 12 ] alloys). Distortion of the electronic density of states by the generation of resonant states and pinning of Fermi energy at TE optimal energetic locations (e.g., Tl- [ 13 ] and In-doped