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+ lib and is conceptually similar to Hierarchical Hidden Markov Models (HHMMs), which have proven quite success- ful in speech recognition and which Ray Kurzweil has argued are the central mechanism of human intelligence tKurl2l. Note also recent results published by Microsoft Research, showing dramatic impr
22.12 Coals and Time 81 22.12 Goals and Time The CogPrime system maintains an explicit list of "Ubergoals", which as will be explained in Chapter 24, receive attentional currency which they may then allocat
ur09. Yohei Kuria. 9-intersection calculi for spatial reasoning on the topological relations between multi-domain objects. USA, June 2009. Kur12. Ray Kurzweil. How to Create a Mind. Viking, 2012. LA93. C Lebiere and J R Anderson. A connectionist implementation of the act-r production system. In Proceedin
49.6 Cognitive Processes 481 CogPrime's multi-memory design, it's natural to consider CogPrime's cognitive processes in terms of which memory subsystems they focus on (although, this is
Adam Kahane and Peter Senge. Solving Tough Problems: An Open Way of Talking, Listening, and Creating New Realities. Berrett-Koehler. 2004. Kur06. Ray Kurzweil. The Singularity is Near. 2006. Kur12. Ray Kurzweil. Bow to Create a Mint Viking, 2012. Kyb97. H. Kyburg. Bayesian and non-bayesian evidential up
concepts in one of Douglas HoEstadter's books. Naturally, real concept heterarchies are far more large, complex and tangled than even this one. In CogPrime, ECAN enforces heterarchy via building SymmetricHebbianLinks, and PLN by building SimilarityLinks, IntensionalSimilarityLinks and ExtensionalSimilar
4. Adam Kahane and Peter Senge. Solving Tough Problems: An Open Way of Talking, Listening, and Creating New Realities. Berrett-Koehler, 2004. Kur06. Ray Kurzweil. The Singularity is Near. 2006. Kurl2. Ray Kurzweil. How to Create a Mind. Viking, 2012. Kyb97. H. Kyburg. Bayesian and non-bayesian evidential upd
n concepts in one of Douglas Hofstadter’s books. Naturally, real concept heterarchies are far more large, complex and tangled than even this one. In CogPrime, ECAN enforces heterarchy via building SymmetricHebbianLinks, and PLN by building SimilarityLinks, IntensionalSimilarityLinks and ExtensionalSimilari
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