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Annals of Internal Medicine, 2003
The 1950s witnessed prodigious growth in our knowledge of the chemical nature of the gene, the mechanisms by which the information inherent in its sequence of nucleotide units was conveyed to the cell's machinery for synthesizing proteins, and the mode of operation of that machinery. Watson and Crick raised the curtain by revealing the structure of DNA,
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The 1950s witnessed prodigious growth in our knowledge of the chemical nature of the gene, the mechanisms by which the information inherent in its sequence of nucleotide units was conveyed to the cell's machinery for synthesizing proteins, and the mode of operation of that machinery. Watson and Crick raised the curtain by revealing the structure of DNA,
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The Complementarity of Consciousness
EXPLORE, 2007The concept of complementarity, originally proposed by Bohr in a microphysical context, and subsequently extended by himself, Heisenberg and Pauli to encompass subjective as well as objective dimensions of human experience, can be further expanded to apply to many common attitudes of human consciousness.
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Foundations of Science, 2019
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Annals of the New York Academy of Sciences, 2000
Abstract: This paper compares two different accounts of closure to explain biological organization: as an organization enabled by an informational control on dynamics (Pattee) and as an internal closure of a dynamic nature (Varela). The two of them adopt different versions of a principle of complementarity to relate symbolic and dynamic explanations.
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Abstract: This paper compares two different accounts of closure to explain biological organization: as an organization enabled by an informational control on dynamics (Pattee) and as an internal closure of a dynamic nature (Varela). The two of them adopt different versions of a principle of complementarity to relate symbolic and dynamic explanations.
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Mathematical Programming, 1972
For a given mapF from then-dimensional Euclidean spaceE n into itself, we consider the problem of finding a nonnegative vectorx inE n whose imageF(x) is also nonnegative and such that the two vectors are orthogonal. This problem is refered to in the literature as thecomplemcntarity problcm. The importance of the complementarity problem lies in the fact
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For a given mapF from then-dimensional Euclidean spaceE n into itself, we consider the problem of finding a nonnegative vectorx inE n whose imageF(x) is also nonnegative and such that the two vectors are orthogonal. This problem is refered to in the literature as thecomplemcntarity problcm. The importance of the complementarity problem lies in the fact
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Pseudomanifolds with Complementarity
Geometriae Dedicata, 1998A finite simplicial complex has complementarity if exactly one of each pair of complementary sets of vertices spans a simplex. The author shows that if a \(d\)-dimensional simplicial pseudo-manifold with complementarity has \(n\) vertices and \(n\leq d+6\) or \(d\leq 6\), then \(d=0,2,4\), or 6 and \(n=3d/2+3\). The author goes on to determine all \(d\)
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Repeated Auctions with Complementarities
2006There is an extensive body of literature concerning optimal bidding strategies for agents participating in single shot auctions for single, individually valued goods. However, it remains a largely open question how a bidder should formulate his bidding strategy when there is a sequence of auctions and, furthermore, there are complementarities in the ...
P.J. 't Hoen (Pieter Jan) +1 more
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