Symplectic techniques in geometric quantum mechanics and nonlinear quantum mechanics by Molladavoudi, Saeid

Subjects: “…Symplectic geometry…”
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Fukaya A∞-structures associated to Lefschetz fibrations. I by Seidel, Paul Alfred

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Fukaya A∞-structures associated to Lefschetz fibrations. IV 1/2 by Seidel, Paul

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Geometric approaches to computing Kostka numbers and Littlewood-Richardson coefficients by Rassart, Étienne, 1975-

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Getting a handle on contact manifolds by Sackel, Kevin(Kevin Ryan)

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Some speculations on pairs-of-pants decompositions and Fukaya categories by Seidel, Paul Alfred

“…Sheaf-theoretic ideas have been successfully applied to the symplectic geometry of cotangent bundles, starting with the work of Fukaya-Oh [17], and followed by Kasturirangan-Oh [26, 39] and Nadler-Zaslow [35,36] (for a survey of the last-mentioned work and related ideas of Fukaya-Smith, see [19]). …”
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The symplectic geometrical formulation of quantum hydrodynamics by Wijaya, Andika Kusuma, Hermanto, Arief, Rosyid, Muhammad Farchani

“…Quantum hydrodynamics described by Madelung equations is analyzed in the framework of symplectic geometry i.e. in covariant phase space approach to geometric field theory. …”

Symplectic properties of Milnor fibres by Keating, Ailsa Macgregor

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A classical model for derived critical loci by Joyce, D

“…Thus, their theory may have applications in algebraic symplectic geometry, and in Donaldson-Thomas theory of Calabi-Yau 3-folds. …”

Some new homology and cohomology theories of manifolds and orbifolds by Joyce, D

“…In a sequel we will construct virtual classes and virtual chains for Kuranishi spaces in M-(co)homology, with a view to applications of M-(co)homology in areas of Symplectic Geometry involving moduli spaces of $J$-holomorphic curves.…”