
TL;DR
This paper introduces a method to construct partial symplectic quasi-states on cotangent bundles using microlocal sheaf theory, providing criteria for heaviness and superheaviness relative to these states.
Contribution
It presents a novel construction of partial symplectic quasi-states via microlocal sheaf theory and characterizes heaviness and superheaviness in this context.
Findings
Constructed partial symplectic quasi-states on cotangent bundles.
Provided criteria for heaviness and superheaviness.
Linked microlocal sheaf theory with symplectic topology.
Abstract
We construct partial symplectic quasi-states on a cotangent bundle with the use of microlocal sheaf theory. We also give criteria and characterization for heaviness/superheaviness with respect to the partial symplectic quasi-state.
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Taxonomy
TopicsAdvanced Algebra and Logic · Fuzzy and Soft Set Theory · Rings, Modules, and Algebras
