Applications of (Neutro/Anti)sophications to Semihypergroups

Abstract

In this paper, we extend the notion of semi-hypergroups (resp. hypergroups) to neutro-semihypergroups (resp. neutro-hypergroups). We investigate the property of anti-semihypergroups (resp. anti-hypergroups). We also give a new alternative of neutro-hyperoperations (resp. anti-hyperoperations), neutro-hyperoperation-sophications (resp. anti-hypersophications). Moreover, we show that these new concepts are different from classical concepts by several examples.

Distributed System Access Control for Fuzzy Mathematics and Probability Theory

“…After the AC policy is determined, the system must implement the AC policy by completing three tasks: one is to authorize each user or some users according to the security policy of the system; the other is to identify and confirm the user when the user makes an access request, The third is to execute or reject the user's request according to the system's authorization and AC rules for the user. Generally speaking, AC mainly includes two aspects of authorization and control, and is carried out according to the security policy formulated in advance by the system [7][8].…”

On Neutro-LA-semihypergroups and Neutro-Hv-LA-semigroups

“…Agboola in [2]. A. Rezaei et al introduced the notions of neutrosemihypergroup and antisemihypergroup [20]. Recently, S. Mirvakili et al extend the notion of H vsemigroups to neutro-H v -semigroups and anti-H v -semigroups and investigated many of their properties [15].…”