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HOE Higher-Order Inference • HOPLN: Higher-Order PLN • HR: Historical Repository (in a GOLEM context) • HTM: Hierarchical Temporal Memory • IA: (Allen) Interval Algebra (an algebra of temporal intervals) • IRC: Imitation / Reinforcement Correction (Learning) • LIFES: Learning-Integrated Feature S
.edu/tutorial/correlates.html. FC86. R. Fung and C. Chong. Metaprobability and Dempster-shaier in evidential reasoning. In L. Kanal and J. Lemmer. North-Holland, editors, Uncertainty in Artificial Intelligence, pages 295-302. 1986. K. Fischer. A theory of cognitive development: control and construction of h
nal texts available B, K & M — Brearley, Myers & Allen G & W — Glazer & Wark K & L — Kleidon & Lorenz
ress Campbell 3Y, 2003. Consumption-Based Asset Pricing. In G. Constantinides, M. Harris, and R. Stulz (eds), Handbook of the Economics of Finance, North-Holland, Amsterdam, 803-887. 284 EFTA00625412 Cassidy 2009 Champemowne & Cowell 1998 Chatterjee et al 2007 Chatterjee & Chakrabarti 2007 then & Swa
amming HOI: Higher-Order Inference HOPLN: Higher-Order PLN HR: Historical Repository (in a GOLEM context) HTM: Hierarchical Temporal Memory IA: (Allen) Interval Algebra (an algebra of temporal intervals) IRC: Imitation / Reinforcement / Correction (Learning) LIFES: Learning-Integrated Feature Sele
is.edu/tutorial/correlates.html. FC86. R. Fung and C. Chong. Metaprobability and Dempster-shafer in evidential reasoning. In L. Kanal and J. Lemmer. North-Holland, editors, Uncertainty in Artificial Intelligence, pages 295-302. 1986. Fis80. K. Fischer. A theory of cognitive development: control and constructio
he use of spike-number variance-to mean ratio in studies of response variability in visual cortical neurons (see Teich et al, 1996 for a review). The Allen factor (power law exponent) tends to reduce the influence of local trends by a computation of the variance of the difference between the number of ev
e wonderful world of random walks. In (ed. Liebowitz, J.L, Montroll, E.W.) Nonequilibrium Phenomena II: From Stohastics to Hydrodynamics. Elsevier. North-Holland. Amsterdam Moon, F. (1992): Chaotic and Fractal Dynamics; An Introduction for Applied Scientists and Engineers. Second Edition, Wiley, N.Y. Morinus
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