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A Harder Example

A Harder Example

A Harder Example. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. (-&) Rule -(A&B) -A -B. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. 1. (-&) Rule -(A&B)

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376 views • 23 slides
A Harder Example

A Harder Example

A Harder Example. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. (-&) Rule -(A&B) -A -B. (PvQ)>R -[(P>R)&(Q>R)]. (PvQ)>R | (P>R)&(Q>R). A Harder Example. 1. (-&) Rule -(A&B)

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236 views • 23 slides
Open Branches

Open Branches

Open Branches. Sometimes trees have more than one open branch. It is important you know how to handle this situation. Open Branches. PvQ -(P&Q). PvQ | P&Q. Open Branches. PvQ -(P&Q). PvQ | P&Q. Open Branches. The (-&) Rule: -(A&B) -A -B. PvQ -(P&Q). PvQ | P&Q.

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294 views • 15 slides
6.3 Interpretations

6.3 Interpretations

6.3 Interpretations. In Sentential logic, truth semantics comes first, truth trees later. Good order! In this chapter, quantified trees come first, the value-assignment semantics comes later. Bad order! Disadvantage: Undecidability of first-order logic. Definitions.

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165 views • 7 slides

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