Almost Weak Continuity for Multifunctions Defined between an Ideal Topological Space and a Bitopological Space

Key Points

• New concepts of upper and lower almost weakly continuous multifunctions highlight important topological properties.
• Characterizations of upper almost weakly continuous multifunctions provide innovative insights into topology.
• Properties of lower almost weakly continuous multifunctions expand understanding in the field of mathematics.
• Presented concepts bridge gaps between ideal topological spaces and bitopological spaces, with potential applications.