  I extend the calculations represented in \cite{konav} regarding the
resistivity in Kondo lattice materials from $3d$ syatem to $2d$ systems. In the
present work I consider a 2d system, and memory function is computed. However,
results found in 2d case are different from 3d system . I find that in $2d$ in
low temperature regime($ k_{B}T\ll \mu_d$) resistivity shows power
law($\frac{1}{T}$) behaviour and in the high temeprature regime($
k_{B}T\gg\mu_d$) resistivity varies linearly with temperature. In $3d$ these
behaviours are as $\frac{1}{T}$ and as $T^{\frac{3}{2}}$ respectively.
