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Abstract. Nano-continuous mappings have a wide range of applications in pure and applied sciences. This paper aims to
study and investigate new types of mappings, namely nano-para-compact, completely nano-regular, nano-para-perfect, and
countably nano-para-perfect mappings in nano-topological spaces using nano-open sets. We introduce several properties
and basic characterizations related to these mappings, which are essential for proving our main results. Additionally, we
discuss the relationships among these types of mappings in nano-topological spaces. We also introduce the concept of
nano-Ti-mapping, where i = 0, 1, 2, nano-neighborhood separated, and nano-functionally separated, along with various
other definitions. We explore the relat
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