Wenhui Chen

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math.AP2025

$L^{p} - L^{q}$ estimates for the dissipative and conservative Moore-Gibson-Thompson equations

Wenhui Chen, Mengjun Ma, Xulong Qin

This paper studies some $L^{p} - L^{q}$ estimates for the dissipative or conservative Moore-Gibson-Thompson (MGT) equations in the whole space $R^{n}$ . Our contributions are twofo…

math.AP2025

Large time behavior for the classical wave equation with different regular data and its applications

Wenhui Chen, Ryo Ikehata

In this paper, we mainly consider large time behavior for the classical free wave equation $u_{tt} - I^ u = 0$ in $R^{n}$ . We derive some large time optimal estimates for the qua…

math.AP2024

Sharp large time asymptotic behavior for the multi-dimensional thermoelastic systems of type II and type III

Wenhui Chen, Ryo Ikehata

In this paper, we study large time asymptotic behavior of the elastic displacement $u$ and the temperature difference $I^¸$ for the thermoelastic systems of type II and type III in…

Lp−Lq estimates for the dissipative and conservative Moore-Gibson-Thompson equations

Large time behavior for the classical wave equation with different regular data and its applications

Sharp large time asymptotic behavior for the multi-dimensional thermoelastic systems of type II and type III

$L^{p} - L^{q}$ estimates for the dissipative and conservative Moore-Gibson-Thompson equations