How Can the Human Mind Occur in the Physical Universe? (Oxford Series on Cognitive Models and Architectures (3))
Anderson, John R.
Humans Share The Same Basic Cognitive Architecture With All Primates, But They Have Evolved Abilities To Exercise Abstract Control Over Cognition And To Process More Complex Relational Patterns. The Human Cognitive Architecture Consists Of A Set Of Largely Independent Modules Associated With Different Brain Regions. Anderson Discusses In Detail How These Various Modules Can Combine To Produce Behaviors As Varied As Driving A Car And Solving An Algebraic Equation, But Focuses Principally On Two Of The Modules: The Declarative And The Procedural. The Declarative Module Involves A Memory System That, Moment By Moment, Attempts To Give Each Person The Most Appropriate Possible Window Into His Or Her Past. The Procedural Module Involves A Central System That Strives To Develop A Set Of Productions That Will Enable The Most Adaptive Response From Any State Of The Modules. Newell Argued That The Answer To His Question Must Take The Form Of A Cognitive Architecture, And Anderson Organizes His Answer Around The Act-r Architecture, But Broadens It By Bringing In Research From All Areas Of Cognitive Science, Including How Recent Work In Brain Imaging Maps Onto The Cognitive Architecrure.--jacket. Cognitive Architecture -- The Modular Organization Of The Mind -- Human Associative Memory -- The Adaptive Control Of Thought -- What Does It Take To Be Human? Lessons From High School Algebra -- How Can The Human Mind Occur? John R. Anderson. Includes Bibliographical References (p. 249-273) And Indexes.
Name in long format: | How Can the Human Mind Occur in the Physical Universe? (Oxford Series on Cognitive Models and Architectures (3)) |
---|---|
ISBN-10: | 0195324250 |
ISBN-13: | 9780195324259 |
Book pages: | 304 |
Book language: | en |
Edition: | 1 |
Binding: | Hardcover |
Publisher: | Oxford University Press |
Dimensions: | Height: 6 Inches, Length: 9.2 Inches, Weight: 1.30734121366 Pounds, Width: 0.9 Inches |