Show that every bounted chain is a stone algebra
Answers
Answered by
1
Answer:
Stone algebras been characterized by Chen and Grätzer in terms of triples (B,D,φ) where (D) is a distributive lattice and B is Boolean algebra and φ is a bounded lattice homomorphism from B into lattice of filters of D. ... Triple construction leads to natural embeddings of Stone algebra into ones with bounded dense
Similar questions