Abstract
<abstract><p>We continued the study of "soft strong $ \theta $-continuity" and defined and investigated "soft almost strong $ \theta $-continuity" which is a generalization of soft strong $ \theta $-continuity. We gave characterizations and examined soft composition concerning these two concepts. Furthermore, we derived several soft mapping theorems. We provided several links between these two ideas and their related concepts through examples. Lastly, we looked at the symmetry between them and their topological counterparts.</p></abstract>
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