'Dog fido' presentation slideshows

Lecture #9

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Lecture #9

657 views • 65 slides

First-Order Logic

First-Order Logic. ECE457 Applied Artificial Intelligence Fall 2007 Lecture #7. Outline. First-order logic (FOL) Sentences Russell & Norvig, chapter 8 Inference Russell & Norvig, chapter 9. First-Order Logic. Propositional logic is limited Cannot represent information concisely

1.24k views • 48 slides

First-Order Logic

First-Order Logic. ECE457 Applied Artificial Intelligence Spring 2008 Lecture #7. Outline. First-order logic (FOL) Sentences Russell & Norvig, chapter 8 Inference Russell & Norvig, chapter 9. First-Order Logic. Propositional logic is limited Cannot represent information concisely

488 views • 48 slides

Web Pages

523 views • 36 slides

Web Pages

495 views • 36 slides

First-Order Logic

First-Order Logic. ECE457 Applied Artificial Intelligence Spring 2007 Lecture #7. Outline. First-order logic (FOL) Sentences Russell & Norvig, chapter 8 Inference Russell & Norvig, chapter 9. First-Order Logic. Propositional logic is limited Cannot represent information concisely

571 views • 33 slides

Conceptual Graphs:

Conceptual Graphs:. Combing logic and semantic net. Motivations. Semantic networks & frame systems have trouble handling negation, the fact that something is not true disjunction quantification, the fact that something is true for all objects Conceptual graphs can handle them naturally.

474 views • 20 slides

Resolution

Resolution. http://users.encs.concordia.ca/~c474_4/Resolution_in_FOL.ppt http ://users.encs.concordia.ca/~ c474_4/ResolutionTheoremProving.ppt. Resolution Principle.

354 views • 19 slides

Implication Truth Table

Implication Truth Table. If ? is true, then ? must be true for the implication to be true If ? is false, then we have no information about ? ? might be true or false without affecting the implication ? is not necessarily true

701 views • 19 slides

CS 385 Fall 2006 Chapter 7

CS 385 Fall 2006 Chapter 7. Knowledge Representation 7.1.1, 7.1.5, 7.2. Knowledge Representation. What do we have to represent what we know? predicate calculus production systems What other representations do we have? mathematical objects (functions, matrices,...)

316 views • 18 slides

CSE115: Introduction to Computer Science I

267 views • 16 slides