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Abstract
In this article the first goal is to offer the definition a neoteric generalized to soft open set in soft bitopological spaces shortly (S. B.T. S) term soft (1,2)*-pre-c-open set is done through integration soft -closed and soft.(1,2)*-pre-open. set. The relationship between this kind of soft set with other kinds of soft sets also we explained by drawing a diagram. And we proved sundry facts, results and theory. We savvy of soft (1,2)*-pre-c-closure (S.(1,2)*-pre-c-cl), soft (1,2)*-pre-c-interior (s. (1,2)*-pre-c-int) and soft (1,2)*-pre-c-neighborhood S.(1,2)*-pre-c-nbh) are verified and its properties weredescribed. We also found many features and characterizatics of this kind of soft sets. In this article, we want number of definitions, theorems and facts, the superior are: Molodtsov is introducing a notion of the soft set. And solve numerous issue of it and he implementation the concept of soft set in practical trends and numerous applied from them theory of Theory of Probability, Smoothness of functions, Rieman integration Operations research and Game theory, etc., Shabir and Naz study the soft topological spaces (S. T. S). Senel and Cagman are offer the nation of soft bitopological spaces
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Copyright (c) 2026 Asaad Adil Abdulhadi (Translator)

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