Divisible hypermodules

Abstract The article is motivated by the recently published studies on injective and projective hypermodules. We present here a new characterization of normal First we define concept zero-divisors over hypermodule based it introduce class hypermodules, one divisible After presenting some their fundamental properties, will show that R -hypermodules M coincide whenever hyperring with no . Finally, answer to an open problem related canonical hypergroups. In particular, any hypergroup can be endoweded ℤ-hypermodule structure if only ℤ-hypermodule.