New generalization of posets in soft set theory finds implications for submaximal and door posets.
Soft biposet presented in this work is a new generalization of the notion of poset to soft set theory. This generalization not only equips the universal set with a partial order but also introduces another partial order on the set of parameters. Moreover, we extend the notions of submaximal and door posets to soft biposets.
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Abdelwaheb Mhemdi (2026) studied this question.
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