Symmetric products of surfaces distinguish two macroscopic dimension notions and address Gromov-Lawson and Gromov conjectures in the Kaehler projective setting while connecting to minimal models and positivity in algebraic geometry.
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Curvature, macroscopic dimensions, and symmetric products of surfaces
Symmetric products of surfaces distinguish two macroscopic dimension notions and address Gromov-Lawson and Gromov conjectures in the Kaehler projective setting while connecting to minimal models and positivity in algebraic geometry.