Orlov's theorem over a quasiexcellent ring

Key Points

• Orlov's representability theorem holds for smooth tame Deligne-Mumford stacks with projective moduli spaces.
• The result extends previous findings for smooth projective varieties, demonstrating its applicability in broader contexts.
• This framework extends classical algebraic geometry's reach, with implications for finite Krull dimension contexts.
• The application of quasiexcellent rings reveals new pathways in understanding geometric structures.