Aboodh transform

The Aboodh transform is a type of integral transform. Khalid Suliman Aboodh formulated it in 2013.^[1][2][3][4] It is defined as a set

${\displaystyle A=\{f(t):\ni M,a,b>0,|f(t)|<Me^{-vt}\}}$

${\displaystyle a\leq v\leq b}$

${\displaystyle A[f(t)]={\frac {1}{v}}\int _{0}^{\infty }f(t)e^{-vt}\,dt}$

The Aboodh transform has been used in fields such as the double,^[5] triple,^[6][7] and quadruple Aboodh transforms,^[8] fuzzy logic^[9][10] and fractional theory.^[11] Patil compared it to the Laplace transform.^[12][13]