Sarmin, Nor Haniza and Wan Heng, Fong (2006) Irreducible Representations of Groups of Order 8. Matematika, 22 (1). pp. 116. ISSN 0127 8274

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Abstract
Irreducible representations of a group provide the ways for labelling or bitals, determining molecular orbitals formation and determining vibrational motions for a molecule. A set of irreducible representations represents the ways a particular bond, atom or sets of atoms may respond to a given set of symmetry operations. In this paper, the irreducible representations of all groups of order 8, namely D4, Q, C8, C2Â£C4 and C2Â£C2Â£C2 are obtained using Burnside method and Great Orthogonality Theorem method. Then, comparisons of the two methods are made.
Item Type:  Article 

Uncontrolled Keywords:  Irreducible representation, group, Burnside method, Great Orthogonality Theorem method. 
Subjects:  Q Science > QA Mathematics 
Divisions:  Science 
ID Code:  63 
Deposited By:  En. Mohd Fuad Mohd Yusof 
Deposited On:  31 Jan 2007 03:11 
Last Modified:  01 Jun 2010 02:39 
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