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In this paper, we show the exponential decay result of the quasilinear von Karman equation of memory type with acoustic boundary conditions. This work is devoted to investigating the influence of kernel function g and the effect of the nonlinear term \(|u'|^{\rho}u''\) and to proving exponential decay rates of solutions when g does not necessarily decay exponentially. This result improves on earlier ones concerning the exponential decay.

Exponential decay rate for a quasilinear von Karman equation of memory type with acoustic boundary conditions