on super pseudo-amenability of certain banach algebras

In this paper, we study the super pseudo-amenability of the banach algebra $a times_{theta} b$, where $a$ and $b$ are banach algebras and $theta$ is a character on $b$. we establish connections between super pseudo-amenabilityof $a times_{theta} b$ and that of the banach algebras $a$ and $b$. as an application, we analyze the super pseudo-amenability of $ell^{1}(s) times_{theta} b$, where $ell^{1}(s)$ denotes the semigroup algebra and $b$ is an arbitrary banach algebra. finally, we discuss super pseudo-amenability of certain $theta$-lau product algebras.