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چکیده
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Recently, the concept of uncertain set processesa was introduced. This process involves a
sequence of uncertain sets that evolve over time. Various perspectives have been used to de¯ne
the convergence of these processes. In this paper, we delve into these de¯nitions and examine
how they relate to one another. We demonstrate that while some convergence concepts imply
others, the reverse is generally not true. Furthermore, we propose a new measure of convergence
and investigate its relationship with existing measures. Each of our ¯ndings is illustrated with
simple examples.
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