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hekate:dl_intro [2010/04/22 13:22]
ikaf scheme removed
hekate:dl_intro [2013/11/03 14:10]
ikaf [Semantic Web]
Line 1: Line 1:
-~~SLIDESHOW~~+ ~~SLIDESHOW~~
 ~~ODT~~ ~~ODT~~
  
Line 177: Line 177:
 |An animal lover **has minimun 3 pets** | <​latex> ​ \geq nP </​latex>​ | <​latex> ​ \exists^{\geq n}y.P(x,​y)</​latex>​ | <​latex> ​ card(P) \geq n </​latex>​ | |An animal lover **has minimun 3 pets** | <​latex> ​ \geq nP </​latex>​ | <​latex> ​ \exists^{\geq n}y.P(x,​y)</​latex>​ | <​latex> ​ card(P) \geq n </​latex>​ |
 |A kid **is the same as** a young person |<​latex> ​ C \equiv D </​latex>​ | <​latex> ​ \forall x.C(x) \leftrightarrow D(x) </​latex>​ | <​latex> ​ C \equiv D </​latex>​ | |A kid **is the same as** a young person |<​latex> ​ C \equiv D </​latex>​ | <​latex> ​ \forall x.C(x) \leftrightarrow D(x) </​latex>​ | <​latex> ​ C \equiv D </​latex>​ |
-|**Every cat is an animal** | <​latex> ​ C \sqsubseteq D </​latex>​ | <​latex> ​ \forall x.C(x) \rightarrow D(x) </​latex>​ | <​latex> ​ C \subseteq D </​latex>​ |+|**Every cat is an animal** | <​latex> ​ C \sqsubseteq D </​latex>​ | <​latex> ​ \forall x.C(x) \rightarrow D(x) </​latex>​ | <​latex>​ C \subseteq D </​latex>​ |
  
  
hekate/dl_intro.txt · Last modified: 2019/06/27 15:49 (external edit)
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