Some estimates for $θ$-type Calderón-Zygmund operators and linear commutators on certain weighted amalgam spaces
  In this paper, we first introduce some new kinds of weighted amalgam spaces.
Then we discuss the strong type and weak type estimates for a class of
Calderón--Zygmund type operators $T_\theta$ in these new weighted spaces.
Furthermore, the strong type estimate and endpoint estimate of linear
commutators $[b,T_{\theta}]$ formed by $b$ and $T_{\theta}$ are established.
Also we study related problems about two-weight, weak type inequalities for
$T_{\theta}$ and $[b,T_{\theta}]$ in the weighted amalgam spaces and give some
results.
