Enriques and Kummer Surfaces Arising from K3 Involutions

  1. Deep Bhattacharjee
  2. Pallab Nandi
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Abstract

We study involutions on complex K3 surfaces and their quotients, focusing on the emergence of Enriques and Kummer surfaces. Emphasis is placed on lattice-theoretic structures, geometric invariants, and projective realizations via the Kodaira embedding theorem. Examples are provided to illustrate the relationships among these surface classes and their induced geometric properties.

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  1. Version published to 10.20944/preprints202602.0098.v1