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Some Simple Results Following from Löwdin’s Partitioning Technique

✍ Scribed by Arteum D. Bochevarov; C. David. Sherrill

Book ID
106419286
Publisher
Springer
Year
2006
Tongue
English
Weight
90 KB
Volume
42
Category
Article
ISSN
0259-9791

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📜 SIMILAR VOLUMES

Studies in Löwdin's partitioning techniq
Studies in Löwdin's partitioning technique in quantum theory. II. Operators T and Ω
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## Abstract Operator Ω and reaction operator __T__ of Löwdin are studied with a slightly different approach, which leads to a clearer understanding of their nature and brings out the relevance of the conditions for the invertibility of __K__ studied in the preceding work in this series.

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It was shown in a recent paper that an rs-regular multigraph G with maximum multiplicity µ(G) ≤ r can be factored into r regular simple graphs if first we allow the deletion of a relatively small number of hamilton cycles from G. In this paper, we use this theorem to obtain extensions of some factor