Linear Algebra and Its Applications
Overview
Linear Algebra and its Applications is a renowned academic journal that focuses on the study and application of linear algebra, a fundamental branch of mathematics. It publishes high-quality research articles, reviews, and surveys that explore various aspects of linear algebra, including matrix theory, vector spaces, linear transformations, and their applications in diverse fields such as computer science, engineering, physics, and economics. The journal serves as a valuable resource for researchers, educators, and students interested in the theoretical foundations and practical implications o
Details
Details
Abbr.
Linear Algebra Appl
Start
1968
End
Continuing
Frequency
Fifty-four no. a year, <2003->
p-ISSN
0024-3795
Country
United States
Language
English
Metrics
Metrics
h-index / Ranks: 2718
108
SJR / Ranks: 4929
837
CiteScore / Ranks: 10255
2.20
JIF / Ranks: 6694
1.1
Recent Articles
11.
Stone E, Griffing A
Linear Algebra Appl
. 2013 Mar;
431(10):1869-1880.
PMID: 23472045
The utility of Fiedler vectors in interrogating the structure of graphs has generated intense interest and motivated the pursuit of further theoretical results. This paper focuses on how the Fiedler...
12.
Fendler G, Kaiblinger N
Linear Algebra Appl
. 2013 Mar;
438(1):288-302.
PMID: 23471240
We show how to construct an eigenvector basis of the discrete Fourier transform of odd prime order. The special feature of the new basis is that the basis vectors have...
13.
Griffing A, Lynch B, Stone E
Linear Algebra Appl
. 2013 Feb;
438(3):1078-1094.
PMID: 23378671
The literature is replete with rich connections between the structure of a graph G = (V, E) and the spectral properties of its Laplacian matrix L. This paper establishes similar...
14.
Blumthaler I, Oberst U
Linear Algebra Appl
. 2012 Mar;
436(5-2):963-1000.
PMID: 22389529
Control design belongs to the most important and difficult tasks of control engineering and has therefore been treated by many prominent researchers and in many textbooks, the systems being generally...
15.
Gong S, Xu G
Linear Algebra Appl
. 2012 Jan;
436(1):135-142.
PMID: 22215910
Let G be a simple graph of order n and A(G) be its adjacency matrix. The nullity of a graph G, denoted by η(G), is the multiplicity of the eigenvalue...
16.
Bydder M
Linear Algebra Appl
. 2010 Nov;
433(11-12):1719-1721.
PMID: 21076627
The least squares solution of a complex linear equation is in general a complex vector with independent real and imaginary parts. In certain applications in magnetic resonance imaging, a solution...
17.
Chandola H
Linear Algebra Appl
. 2010 Nov;
433(11-12):2147-2151.
PMID: 21057654
We obtain the lower bound on a variant of the common problem of dimensionality reduction. In this version, the dataset is projected on to a k dimensional subspace with the...
18.
Censor Y, Ben-Israel A, Xiao Y, Galvin J
Linear Algebra Appl
. 2009 Jun;
428(5-6):1406-1420.
PMID: 19562040
Intensity-modulated radiation therapy (IMRT) gives rise to systems of linear inequalities, representing the effects of radiation on the irradiated body. These systems are often infeasible, in which case one settles...
19.
Suss P, Kufer K
Linear Algebra Appl
. 2009 Mar;
428(5-6):1388-1405.
PMID: 19255600
It is commonly believed that not all degrees of freedom are needed to produce good solutions for the treatment planning problem in intensity modulated radiation therapy (IMRT). However, typical methods...
20.
Clark V, Chen Y, Wilkens J, Alaly J, Zakaryan K, Deasy J
Linear Algebra Appl
. 2008 Nov;
428(5-6):1345-1364.
PMID: 18974791
Treatment planning for intensity modulated radiation therapy (IMRT) is challenging due to both the size of the computational problems (thousands of variables and constraints) and the multi-objective, imprecise nature of...