Multipliers of type (p, p)

Some Inequalities for Nilpotent Multipliers of Powerful p-Groups

AREA EFFICIENT GF (p) ARCHITECTURES FOR GF (p) MULTIPLIERS

This contribution describes new GF (p) multipliers, for p > 2, specially suited for GF (p) multiplication. We construct truth tables whose inputs are the bits of the multiplicand and multiplier and whose output are the bits that represent the modular product. However, contrary to previous approaches, we don’t represent the elements of GF (p) in the normal binary positional system. Rather, we ch...

FUNCTIONS ON MULTIPLIERS OF p-FOURIER ALGEBRAS

SUMMABILITY KERNELS FOR L p MULTIPLIERS

In this paper we have characterized the space of summa-bility kernels for the case p = 1 and p = 2. For other values of p we give a necessary condition for a function Λ to be a summability kernel. For the case p = 1, we have studied the properties of measures which are transferred from M (Z) to M (R) by summability kernels. Further, we have extended every l p sequence to L q (R) multipliers for...

some inequalities for nilpotent multipliers of powerful p-groups