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Representations From Generative Systems
2000Generative systems are capable of producing a consistent and comprehensive collection of patterns that meet certain constraints by means of formal components, which make explicit the primitive parts of the patterns of this collection, the allowed relations between primitive parts and underlying geometric reference frames.
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Symmetries, Integrable Systems and Representations
2013A presentation of the deformed W1+1 algebra.- Generating series of the Poincare polynomials of quasihomogeneous Hilbert schemes.- PBW filtration over Z and compatible bases for VZ(_) in type An and Cn.- On the subgeneric restricted blocks of affine category O at the critical level.- Slavnov determinants, Yang-Mills structure constants, and discrete KP.-
Iohara, Kenji +2 more
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Representations of the MONK harmonisation systems
1994This paper describes the music representation approaches used in MONK, an implemented group of software modules from which harmonisation systems can be built. The basic design issues are outlined in relation to two preparatory studies, namely an examination of three recent harmonisation systems and an informal protocol analysis of practitioners ...
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Efficient knowledge representation systems
The Knowledge Engineering Review, 1990Abstract Frame systems occupy an important place among formalisms for computer-based knowledge representation. A common concern about frame systems, however, is that they are not efficient enough. We argue that this is not necessarily true of all possible systems, and that the trade-off between generality and efficiency has not been ...
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A Semantic Approach for Building System Operations: Knowledge Representation and Reasoning
Sustainability, 2022Mark Austin +2 more
exaly
Optimal representation in biological systems
Theory in BiosciencesAn optimal representation constitutes an efficient set. It is known that for an aggregating system if the cost of representation increases linearly with the number of bases, ternary coding is superior to binary, and coding in e is optimal. This paper investigates the relative efficiency of bases for the cases when the cost complexity is affine (slope ...
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Neural Representations of Moving Systems
1997The cerebellum is necessary for moving smoothly and accurately, but this does not imply that the cerebellum generates or modifies movement control signals. Cerebellar function can be explained by assuming that it is involved in constructing neural representations of moving systems, including the body, its parts, and objects in the environment.
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