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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 109, 2011 - Issue 2
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Research Articles

Use of symmetry plane fragmentation and graph squaring techniques to express the eigenspectra for some vertex-weighted graphs of linear chains and cycles in analytical form

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Pages 267-277 | Received 21 Jun 2010, Accepted 17 Aug 2010, Published online: 23 Nov 2010

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Read on this site (2)

Piyali Ghosh, Douglas J. Klein & Bholanath Mandal. (2014) Analytical eigenspectra of alternant edge-weighted graphs of linear chains and cycles: some applications. Molecular Physics 112:16, pages 2093-2106.
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Articles from other publishers (4)

Somnath Karmakar. (2023) Graph theoretical procedures for determination of eigenspectra of molecular graphs: A brief review. Journal of the Indian Chemical Society 100:4, pages 100968.
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Somnath Karmakar. (2022) Graph symmetry and eigensolutions: A brief review. Journal of the Indian Chemical Society 99:10, pages 100696.
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Bholanath Mandal & Douglas J Klein. (2014) Characteristic Polynomial Followed by Trigonometric Identity for Obtaining Analytical Eigenspectra of Some Weighted Graphs of Linear Chains and Cycles. Bulletin of the Chemical Society of Japan 87:4, pages 491-497.
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Piyali Ghosh, Somnath Karmakar & Bholanath Mandal. (2014) Eigensolutions of dodecahedron graphs. Chemical Physics Letters 594, pages 41-46.
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