David Whitehouse
نویسندگان
چکیده
منابع مشابه
Homotopy of Non - Modular Partitionsand the Whitehouse
We present a class of subposets of the partition lattice n with the following property: The order complex is homotopy equivalent to the order complex of n?1 ; and the Sn-module structure of the homology coincides with a recently discovered lifting of the S n?1-action on the homology of n?1 : This is the Whitehouse representation on Robinson's space of fully-grown trees, and has also appeared in...
متن کاملDistinctive encoding reduces the Jacoby-Whitehouse illusion.
We investigated the influence of distinctive encoding on the Jacoby and Whitehouse (1989) illusion. Subjects studied visually presented words that were associated with either an auditory presentation of the same word (nondistinctive encoding) or a picture of the object (distinctive encoding). In both conditions, words were visually presented on the recognition test, and half were preceded by br...
متن کاملAn Application of the Whitehouse Module to
Using representation theoretic work on the Whitehouse module, a formula is obtained for the cycle structure of a riffle shuffle followed by a cut. This result will be merged with the paper [F6].
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PROVIDENCE – Brown’s Public Health Research Day in April took on a sense of urgency as Sen. Sheldon Whitehouse delivered a sobering lecture on climate change and its effects on public health “in a time of unprecedented carbon release in the air and oceans.” Introduced by Brown President Christina Paxson, Senator Whitehouse delivered the annual Dr. and Mrs. Frederick W. Barnes Jr. Lecture on the...
متن کاملHomotopy of Non-Modular Partitions and the Whitehouse Module
We present a class of subposets of the partition lattice 5n with the following property: The order complex is homotopy equivalent to the order complex of 5n−1, and the Sn-module structure of the homology coincides with a recently discovered lifting of the Sn−1-action on the homology of5n−1. This is the Whitehouse representation on Robinson’s space of fully-grown trees, and has also appeared in ...
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ژورنال
عنوان ژورنال: Libyan Studies
سال: 2013
ISSN: 0263-7189,2052-6148
DOI: 10.1017/s0263718900009638