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Recall the definitions of Partial Order and Lattices.

  • Prove the following:

$(x \sqcup y) \sqcup z = x \sqcup (y \sqcup z)$

$\sqcup A \sqsubseteq \sqcap B \ \Leftrightarrow \ \forall x \in A. \forall y \in B. x \sqsubseteq y$

  • Examples of Lattices
  • Products of Lattices
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Trace: • exercises_06
sav10/exercises_06.txt · Last modified: 2010/03/30 16:05 by piskac