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Title: Quantum shells versus quantum dots: suppressing Auger recombination in colloidal semiconductors
Semiconductor quantum shells – an emerging nanomaterial class for optical gain media, photovoltaic, and high-energy radiation detection applications.  more » « less
Award ID(s):
2208834
PAR ID:
10509390
Author(s) / Creator(s):
; ; ; ; ;
Publisher / Repository:
Chem Com
Date Published:
Journal Name:
Chemical Communications
Volume:
59
Issue:
76
ISSN:
1359-7345
Page Range / eLocation ID:
11337 to 11348
Format(s):
Medium: X
Sponsoring Org:
National Science Foundation
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  1. Abstract We construct a quantum Frobenius map for the $$SL_{3}$$ skein module of any oriented 3-manifold specialized at a root of unity, and describe the map by way of threading certain polynomials along links. The homomorphism is a higher rank version of the Chebyshev–Frobenius homomorphism of Bonahon–Wong. The strategy builds on a previous construction of the Frobenius map for $$SL_{3}$$ skein algebras of punctured surfaces, using the Frobenius map of Parshall–Wang for the quantum group $$\mathcal{O}_{q}(SL_{3}).$$ 
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