For a wave equation with variable-exponent nonlinearities and a distributed time delay, the paper proves finite-time blow-up for negative energy, global existence for small energy, and polynomial or exponential decay rates for global solutions.
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On the wave equation with variable exponent nonlinearity and distributive delay
For a wave equation with variable-exponent nonlinearities and a distributed time delay, the paper proves finite-time blow-up for negative energy, global existence for small energy, and polynomial or exponential decay rates for global solutions.