Michael Cavers

Name: Michael Cavers Position: Ph.D. Student Department: Mathematics & Statistics Institution: University of Regina, Canada E-mail: cavers2m@math.uregina.ca Homepage: http://www.math.uregina.ca/~cavers2m

Fields of interest:

• Discrete Mathematics, 
• Graph Theory, 
• Linear Algebra, 
• Matrix Theory.

Recent publications:

M.S. Cavers:
On reducible matrix patterns,
To appear in Linear and Multilinear Algebra.

M.S. Cavers, R.J. Elzinga, D.A. Gregory, S.E. Vanderlinde and K.N. Vander Meulen:
Clique partitions of distance multigraphs,
Discrete Mathematics, Vol. 308(15), (2008), pp. 3230-3240.

M.S. Cavers and J.B.A. Verstraëte:
Clique partitions of complements of forests and bounded degree graphs,
Discrete Mathematics, Vol. 308(10), (2008), pp. 2011-2017.

M.S. Cavers and K.N. Vander Meulen:
Inertially arbitrary nonzero patterns of order 4,
Electronic Journal of Linear Algebra, Vol. 16, (2007), pp. 30-43.

M.S. Cavers, I-J. Kim, B.L. Shader and K.N. Vander Meulen:
On determining minimal spectrally arbitrary patterns,
Electronic Journal of Linear Algebra, Vol. 13, (2005), pp. 240-248.

M.S. Cavers and K.N. Vander Meulen:
Spectrally and inertially arbitrary sign patterns,
Linear Algebra and its Applications, Vol. 394, (2005), pp. 53-72.