Abstract
In ternary semirings, the emphasis was on the definition of bi-ideals and prime bi-ideals. In ternary semirings, the essence of prime and P-prime bi ideals is defined. Every P-prime bi-ideal is also a P-semiprime bi-ideal, and the intersection of two prime bi-ideals is also a prime bi-ideal. Furthermore, I just alluded to an arbitrary ideal. Shahida Bashir [6] has already addressed this definition, and now we are expanding it by adding a p-prime bi-ideal in TS. Another point within that review is whether the weakly P-regular is depicted in an arbitrary ideal (P) and that any p-regular is weakly P-regular, and we also investigate a portion of the hypothesis. Following that, several of the theorems and interpretations are discussed.
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