A simplicial commutative ring is a mathematical structure that combines concepts from algebra and topology, specifically within the realm of simplicial sets and commutative rings. To understand simplicial commutative rings, we first need to clarify two important concepts: 1. **Simplicial Set**: A simplicial set is a construction in algebraic topology that encodes a topological space in terms of its simplicial complex structure.

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  1. Algebraic structures
  2. Abstract algebra
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