We construct irreducible modules for twisted toroidal Lie algebras and extended affine Lie algebras. This is done by combining the representation theory of untwisted toroidal algebras with the technique of thin coverings of modules. We illustrate our method with examples of extended affine Lie algebras of Clifford type.
Classification of irreducible integrable modules for extended affine Lie algebras with center acting trivially
Quasi-finite modules over extended affine Lie algebras
Thin coverings of modules
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