Irreducible real modules over real Lie superalgebras are classified by determining orbits of parity and conjugation functors on complex modules, with explicit orbit computations and a new perspective on real simple Lie algebra modules via Kostant's cascade.
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Classification of irreducible real modules of real Lie superalgebras
Irreducible real modules over real Lie superalgebras are classified by determining orbits of parity and conjugation functors on complex modules, with explicit orbit computations and a new perspective on real simple Lie algebra modules via Kostant's cascade.