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Intrinsic Chirality of Triple‐Layered Naphthalenophane and Related Graphs

By Erica Flapan and Brian Forcum

Abstract

We prove that the graph of triple‐layered naphthalenophane and an infinite class of related graphs are all intrinsically chiral. We also give examples to illustrate that not all graphs which are contractible to a Möbius ladder with three rungs are necessarily intrinsically chiral

Topics: Möbius ladder, chirality, naphthalenophane, Chemistry, Mathematics, Physical Sciences and Mathematics
Publisher: Scholarship @ Claremont
Year: 1998
OAI identifier: oai:scholarship.claremont.edu:pomona_fac_pub-1259
Provided by: Scholarship@Claremont
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