Explicit non-Kähler SYZ mirror pairs are built from solvmanifolds via pure Lie-theoretic criteria, with the Fourier-Mukai transform shown to exchange type-A and type-B supersymmetric cycles and to induce isomorphisms on Tseng-Yau and Bott-Chern cohomologies for basic forms.
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The Cohomology of Solvmanifold SYZ Mirrors
Explicit non-Kähler SYZ mirror pairs are built from solvmanifolds via pure Lie-theoretic criteria, with the Fourier-Mukai transform shown to exchange type-A and type-B supersymmetric cycles and to induce isomorphisms on Tseng-Yau and Bott-Chern cohomologies for basic forms.