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Abstracts prior to volume 5(1) have been archived!

Issue 5(1), October 2010 -- Paper Abstracts
Girard  (p. 9-22)
Cooper (p. 23-32)
Kunz-Osborne (p. 33-41)
Coulmas-Law (p.42-46)
Stasio (p. 47-56)
Albert-Valette-Florence (p.57-63)
Zhang-Rauch (p. 64-70)
Alam-Yasin (p. 71-78)
Mattare-Monahan-Shah (p. 79-94)
Nonis-Hudson-Hunt (p. 95-106)



JOURNAL OF APPLIED BUSINESS AND ECONOMICS

Identical Sets of Eigenvalues

Author(s): Tam Bang Vu, Eric Iksoon Im

Citation: Tam Bang Vu, Eric Iksoon Im, (2011) "Identical Sets of Eigenvalues," Journal of Applied Business and Economics, Vol. 12, Iss. 1, pp. 30 - 33

Article Type: Research paper

Publisher: North American Business Press

Abstract:

Eigenvalues and the characteristic equations are important concepts and have many useful
applications in econometrics. Hence, knowing that two matrix have identical sets of eigenvalues
saves a great deal of time in finding one when the other is known. In this paper, we develop a
three-part problem concerning this aspect. The first part shows that, under certain condition,
matrices A and E = - A have identical sets of eigenvalues. The second part works out the
solutions for nonzero characteristic roots of A . The third part discusses determinant of A. The
last part discusses the application and conclusion.