Subalgebras of BCK/BCI-Algebras Based on Cubic Soft Sets

Table 6

Tabular representation of the cubic soft set (ℱ,𝐴)∧_𝑅(𝒢,𝐵)=(ℋ,𝐴×𝐵).

	(𝑒1,𝑒2)	(𝑒1,𝑒5)	(𝑒3,𝑒2)	(𝑒3,𝑒5)	(𝑒4,𝑒2)	(𝑒4,𝑒5)
ℎ1	⟨[0.3,0.7],0.6⟩	⟨[0.4,0.6],0.6⟩	⟨[0.2,0.5],0.5⟩	⟨[0.2,0.5],0.4⟩	⟨[0.3,0.6],0.7⟩	⟨[0.4,0.6],0.7⟩
ℎ2	⟨[0.2,0.6],0.7⟩	⟨[0.5,0.8],0.7⟩	⟨[0.2,0.6],0.7⟩	⟨[0.3,0.6],0.7⟩	⟨[0.1,0.2],0.7⟩	⟨[0.1,0.2],0.7⟩
ℎ3	⟨[0.1,0.7],0.5⟩	⟨[0.1,0.7],0.5⟩	⟨[0.1,0.2],0.4⟩	⟨[0.1,0.2],0.4⟩	⟨[0.1,0.7],0.3⟩	⟨[0.1,0.7],0.3⟩
ℎ4	⟨[0.2,0.6],0.9⟩	⟨[0.2,0.5],0.9⟩	⟨[0.2,0.7],0.6⟩	⟨[0.2,0.5],0.8⟩	⟨[0.3,0.6],0.6⟩	⟨[0.3,0.5],0.8⟩
ℎ5	⟨[0.3,0.5],0.4⟩	⟨[0.3,0.9],0.5⟩	⟨[0.4,0.5],0.5⟩	⟨[0.7,0.9],0.5⟩	⟨[0.4,0.5],0.7⟩	⟨[0.4,0.8],0.7⟩
ℎ6	⟨[0.1,0.3],0.9⟩	⟨[0.2,0.3],0.9⟩	⟨[0.1,0.3],0.9⟩	⟨[0.2,0.5],0.9⟩	⟨[0.1,0.3],0.9⟩	⟨[0.2,0.7],0.9⟩