Bin Shu, Yufeng Yao
Abstract
Abstract Let k be an algebraically closed field of prime characteristic p > 2, and let S(n) be the special Lie superalgebra over k. The iso‐classes of simple restricted modules of these algebras are classified, and the character formulas of restricted simple modules are given.
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Abstract Let k be an algebraically closed field of prime characteristic p > 2, and let S(n) be the special Lie superalgebra over k. The iso‐classes of simple restricted modules of these algebras are classified, and the character formulas of restricted simple modules are given.
Key concepts: Algebraically closed field, Mathematics, Simple (philosophy), Character (mathematics), Simple module, Lie superalgebra, Prime (order theory), Pure mathematics