An analogue of Young's inequality for convolutions for general Morrey-type spaces

An analogue of Young's inequality for convolutions for general Morrey-type spaces will be given, which has a form different from the classical Young's inequality for Lebesgue spaces. Analogues of Young's inequality for truncated convolutions and for convolutions of periodic functions will also be discussed.
The talk is based on joint work with Prof. Tamara Tararykova.