From archetypes to reflective function
✍ Scribed by Jean Knox
- Book ID
- 110729729
- Publisher
- Wiley (Blackwell Publishing)
- Year
- 2004
- Tongue
- English
- Weight
- 92 KB
- Volume
- 49
- Category
- Article
- ISSN
- 0021-8774
No coin nor oath required. For personal study only.
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## Abstract A novel type of all‐natural, biocompatible, and very robust nanoscale free‐standing biohybrids are reported. They are obtained by integrating a silk fibroin matrix with functional inorganic nanoplatelets using a spin‐assisted layer‐by‐layer assembly. The organized assembly of the silk f
Green functions of classical groups are determined by the data from Weyl groups and by certain combinatorial objects called symbols. Generalizing this, we Ž . define Green functions associated to complex reflection groups G e, 1, n and study their combinatorial properties. We construct Hall᎐Littlewo
Let W be the complex reflection group S n (Z/eZ) n . In the author's previous paper [J. Algebra 245 (2001) 650-694], Hall-Littlewood functions associated to W were introduced. In the special case where W is a Weyl group of type B n , they are closely related to Green polynomials of finite classical