IVQKIH-HOUAND Author Index for Volume 246 ANDERSON, JOEL: A Secular Equation for the
GENIN, YVES V.: Euclid Algorithm, Orthogonal
Eigenvalues of a Diagonal Matrix Perturba-
Polynomials,
tion, 49-70
Hmwitz Algorithm, 131-158
AROV, D. 2. AND BONDARCHUK,N. V.: On the Solution
of
Matrix
Inequalities
in
the
and
Generalized
Hou, JINCHUAN: Completion
Routh-
of Operator Par-
tial Matrices to Projections, 71-82
via Hidden
HUA, DAI AND LANCASTER, PETER: Linear Ma-
Parameters of Positive Rational Functions,
trix Equations From an Inverse Problem of
Kalman-Yakobovich
Theorem
l-1 1
Vibration Theory, 31-47 HUYLEBROUCK, D.: The Generalized
Bondarchuk, N. V.: See Arov, D. Z. Borobia,
Alberta,
Nutov,
Zeev,
and Penn,
Michal: Doubly Stochastic Matrices and Dicycle Covers and Packings in Eulerian Digraphs, 361371
B,-Matrices and the Linear Complementarity Problem, 299312
tions, 159-175 Junbsz, FERENC: On the Structural Eigenval-
khBAD1,
S. N.: See Chandrasekaran, R.
LAKSHMINARAYANAN, S.: See Chandmsekamn, R.
CECH~~ROV.~, KATAR~NA: On the Powers in
Inverse Applica-
ues of Block Random Matrices, 225-231
CAO, MENCLIN AND FERRIS, MICHAEL C.:
Matrices
of a Sum With Radical Element:
BottleneckFuzzy
of
Algebra,
LANCASTER,PETER: See Hua, Dai LEE, CHENG: See Chang, Shu-Chu
97-111 CHANDRASEKARAN,R., KABADI, S. N., AND LAKSHMINARAYANAN,S.: An Extension of a Theorem of Fulkerson and Gross, 2>29 CHANG,
SHU-CHU AND LEE, CHENG: Two-
Sided Equivalence
on the Special Linear
Group, 191-202 Range
of Tridiagonal Operators, 203-214 DE SA, EDUARDO MARQUES: The faces of the Balls
of
Nu~ov, ZEEV: See Borobia, Alberto OAR& CXRISTIAN: Stabilizing Solution to the Reverse Discrete-Time Matrix-Pencil-Based
CHIEN, MAO-TING: On the Numerical
Unit
MARKHAM, THOMAS L.: See Fiedler, Miroslav
c-Norms
and
c-Spectral
Norms, 177-189 Drury, S. W.: The Determinantal
Conjecture
and Hadamard Type Inequalities, 279297 EVESOK, S. P.: The Eigenvalue Distribution of
Riccati Equation: A
Approach, 11%130
O’RYAN, MANUEL AND SHAPIRO, DAXIEL B: On Trace Forms of Higher
Degree,
31%
333 PENN, MICHAL: See Borobia. Alberta SCHOLTES, STEFAN: A Proof of the Branching Number
Bound
for
Normal
Manifolds,
8.3-95
Oscillatory and Strictly Sign-Regular Matri-
SHAPIRO, DANIEL B.: See O’Ryan, Manuel
ces, 17-21
SLEIJPEN, G. L. G. AND VAN DEH Sr.urs, A.:
FERRIS, MICHAEL C.: See Cao, Menglin FIEDLER, MIROSLAV AND MARKHAM, THOMAS L.: Some Inequalities
for the Hadamard
Product of Matrices, 13-16 FUNG, HON-KWOK: Linear Preservers of Controllability and/or Observability, 335360
LINEAR ALGEBRA
Further
Be-
and Ritz Val-
ues, 233278 SUN, JI-GUANG: On the Variation of the Spectrum of a Normal Matrix, 215-223 VAN DER SLUIS, A.: See Sleijpan, G. L. G.
AND ITS APPLICATIONS
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