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Dive into the research topics where Sivaram K. Narayan is active.

Publication


Featured researches published by Sivaram K. Narayan.


SIAM Journal on Matrix Analysis and Applications | 2008

On the Minimum Rank Among Positive Semidefinite Matrices with a Given Graph

Matthew Booth; Philip Hackney; Benjamin Harris; Charles R. Johnson; Margaret Lay; Lon H. Mitchell; Sivaram K. Narayan; Amanda Pascoe; Kelly Steinmetz; Brian D. Sutton; Wendy Wang

Let


Journal of Mathematical Analysis and Applications | 2003

Which linear-fractional composition operators are essentially normal?☆

Paul S. Bourdon; David Levi; Sivaram K. Narayan; Joel H. Shapiro

\mathcal{P}(G)


Linear Algebra and its Applications | 1992

Triangular truncation and finding the norm of a Hadamard multiplier

James Angelos; Carl C. Cowen; Sivaram K. Narayan

be the set of all positive semidefinite matrices whose graph is


Linear & Multilinear Algebra | 2011

On the minimum semidefinite rank of a simple graph

Matthew Booth; Philip Hackney; Benjamin Harris; Charles R. Johnson; Margaret Lay; Terry D. Lenker; Lon H. Mitchell; Sivaram K. Narayan; Amanda Pascoe; Brian D. Sutton

G


Electronic Journal of Linear Algebra | 2011

Minimum semidefinite rank of outerplanar graphs and the tree cover number

Francesco Barioli; Shaun M. Fallat; Lon H. Mitchell; Sivaram K. Narayan

, and


Linear Algebra and its Applications | 1998

On Schur D-stable matrices

Richard J. Fleming; George Grossman; Terry D. Lenker; Sivaram K. Narayan; Sing-Cheong Ong

\operatorname{msr}(G)


Complex Variables and Elliptic Equations | 2013

Commutators of composition operators with adjoints of composition operators on weighted Bergman spaces

Barbara D. MacCluer; Sivaram K. Narayan; Rachel J. Weir

be the minimum rank of all matrices in


Linear Algebra and its Applications | 2000

Classes of Schur D-stable matrices

Richard J. Fleming; George Grossman; Terry D. Lenker; Sivaram K. Narayan; Sing-Cheong Ong

\mathcal{P}(G)


Complex Variables and Elliptic Equations | 2012

Commutator of composition operators with adjoints of composition operators

John Clifford; David Levi; Sivaram K. Narayan

. Upper and lower bounds for


Glasgow Mathematical Journal | 1991

Normal and quasinormal weighted composition operators

James T. Campbell; Mary Embry-Wardrop; Richard J. Fleming; Sivaram K. Narayan

\operatorname{msr}(G)

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Lon H. Mitchell

Virginia Commonwealth University

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Terry D. Lenker

Central Michigan University

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Yeon Hyang Kim

Central Michigan University

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Martin S. Copenhaver

Massachusetts Institute of Technology

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Richard J. Fleming

Central Michigan University

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