** Authors:**
YEŞİM SAĞLAM ÖZKAN, SEZAYİ HIZLIYEL

** Abstract: **
In this paper, an integral representation is given for special bounded solutions of pseudoparabolic equations of the form
$$
Lw:=\frac{\partial}{\partial t}\left(w_{\overline \phi}+aw+b\overline{w} \right) +cw+d\overline{w}
$$
by means of a generating pair of the corresponding class of the generalized $Q$-holomorphic functions in $L_{p,2}(\mathbb{C})$, for $p>2$, where $a,\ b, \ c, \ d$ are functions of $z$ alone.

** Keywords: **
Cauchy-type integral representation, generalized Beltrami systems

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