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Artificial Intelligence Review
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Artificial Intelligence Review
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25 Questions

1. Brain Has Far More Storage And Interconnection Than High End Pcs.

2. First Operation Computer

3. Proposed Rule For Updating Probabilities In The Light Of New Evidence.

4. Who Is The Pioneering Ai Researcher?

5. The Notion That A Result Can Be Represented By An Algorithm - That Is - That It Can Be Computed.

6. Theory Of Np-Completeness (Steven Cook - 1971) And Richard Karp(1972). Cook And Karp Showed Existence Of Large Classes Of Canonical Combinatorial Search And Reasoning Problems That Are Np-Complete.

7. Created "Control Theory". Challenged Behaviorist Orthodoxy - Viewing Purposive Behavior As Arising From A Regulatory Mechanism Trying To Minimize "Error" - The Difference Between The Current State And The Goal State.

8. Study Of How Actions Of One Agent Can Significantly Affect The Utility Of Others. Includes The Result That - For Some Games - A Rational Agent Should Adopt Policies That Appear To Be Randomized.

9. Belief That AI Should Put Less Emphasis On Creating Ever-Improved Apps That Are Good At Specific Tasks And Rather Return To The Roots Of Ai. In Simon's Words - "Machines That Think - That Learn - And That Create"

10. Prominent Recent Approach To Ai Methodology

11. Expounded On By Blaise Pascal - James Bernoulli - And Thomas Bayes

12. What Is Utilitiy?

13. Cell Structure

14. Adam Smith's Contribution To Economics And Ai?

15. Views Brain As Info-Processing Device.

16. Physical Symbol System Hypothesis

17. Invented To Allow Efficient Representation Of And Rigorous Reasoning With Uncertain Knowledge. Currently Dominates Ai Research On Uncertain Reasoning And Expert Systems

18. First Electronic Computer

19. The Fact That A Program Can Find A Solution In Principle Does Not Mean...?

20. An Agent That Acts To Achieve The Best Outcome

21. Lisp

22. Theory Of Probability

23. One That Acts Rationally According To The Laws Of Decision Theory And Do Not Try To Imitate Thought Steps Of Human Experts

24. Created By Kurt Godel (1906-1978) - Shows That In Any Formal Theory As Strong As Peano Arithmetic (The Elementary Theory Of Natural Numbers) - There Are True Statements That Are Undecidable In The Sense That They Have No Proof Within The Theory

25. First Programmable Computer