  In this paper, using the holographic prescription, we study multispin bound
states and their dispersion relations over the $ \kappa $-deformed $
AdS_{3}\times S^{3} $ background. In the first part of our analysis,
considering the conformal gauge conditions (associated with the Polyakov
action) we explore the dispersion relation associated with spin two bound
states at strong coupling. We solve corresponding world-sheet fluctuations and
compute all the conserved quantities associated with the stringy dynamics over
the deformed background. In the second part of our analysis, we perform similar
analysis for spin three configurations. In both cases, we observe the emergence
of non trivial background deformation that vanishes in the limit, $ \kappa
\rightarrow 0$.
