AMALGAMS OF KUCERA TYPE AND TEMPERED DISTRIBUTIONS
Module the usual Identification of functions that agree almost everywhere, Lp,, is a Banach space when it is endowed with the topology associated to the norm {{ | |p, . Amalgams have been extensively studied in the last years and their main properties can be encountered, for example, in [5] and [3]. J . Kucera 16] introduced Sobolev type spaces tha t denoted by L*, where fc € N. For every fc e N the space L | consists of all those complex-valued measurable functions 4> defined on R such tha t