  The lifting of the degeneracy between L- and R-modes of massless flavors in a
weakly magnetized thermal QCD medium leads to a novel phenomenon of chirality
dependence of the thermoelectric tensor, whose diagonal and non-diagonal
elements are the Seebeck and Hall-type Nernst coefficient, respectively. Both
coefficients in L-mode have been found to be greater than their counterparts in
R-mode, however the disparity is more pronounced in the Nernst coefficient.
Another noteworthy observation is the impact of the dimensionality of
temperature (T) profile on the Seebeck coefficient, wherein we find that the
coefficient magnitude is significantly enhanced (one order of magnitude) in the
2-D setup, compared to a 1-D T profile. Further, the chiral dependent
quasifermion masses constrain the range of magnetic field (B) and T in a manner
so as to enforce the weak magnetic field (eB << T^2 ) condition.
