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        | De Morgan's Theorems (DE M) |  | Definition 
 
        | ~(p*q) = (~p v ~q) ~(p v q) = (~p * ~q)
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        | (p v q) = (q v p) (p * q) = (q * p)
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 | Definition 
 
        | [p v (q v r)] = [(p v q) v r] [p * (q * r)] = [(p * q) * r]
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        | Term 
 | Definition 
 
        | [p * (q v r)] = [(p * q) v (p * r)] [p v (q * r)] = [(p v q) * (p v r)]
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 | Definition 
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        | Material Implication (Impl.) |  | Definition 
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        | Material Equivalence (equiv.) |  | Definition 
 
        | (p=q) = [(p>q) * (q>p)] (p=q) = [(p*q) v (~p*~q)]
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        | Term 
 | Definition 
 
        | [(p * q) > r] = [p > (q > r)] |  | 
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