The Order Structures Forum, hosted by the Research Group on Ordered Structures and Applications (RGOSA), is a platform dedicated to the study, exploration, and advancement of order theory and its numerous applications across mathematics and related fields.

This forum serves as a scholarly hub for the exchange of ideas, problems, and results in:

• General Order Structures: Including partially ordered sets (posets), lattices, and Galois connections.

• Ordered Algebraic Structures: Such as ordered groups, ordered rings, vector lattices, Boolean algebras, and $f$-algebras.

• Order in Analysis: Investigating the role of order in functional analysis, measure theory, and operator theory.

• Applications and Interdisciplinary Topics: Bridging connections with logic, topology, category theory, theoretical computer science, and mathematical finance and economy.

The forum is open to contributions from researchers at all levels. It welcomes:

• Presentation of original research.

• Open problems and conjectures.

• Announcements of relevant events, publications, and collaborations.

• Job and post-doc announcements.

• Thematic discussions.