Scope
The Electronic Journal of Linear Algebra (ELA) is published by the
International Linear Algebra Society. ELA is an open-access, refereed
electronic journal that welcomes mathematical articles of high
standards that contribute new information and new insights to matrix
analysis and the various aspects of linear algebra and its applications.
Preparation
It is the responsibility of the authors to submit articles that are
mathematically correct, and written in acceptable and fluent English. See
preparing an paper for submission to ELA for authors for more details.
Manuscripts for ELA must be developed using the
SIAM LaTeX Macro
Package. The style requested by ELA is given in the downloadable
example (
sample.tex,
sample.pdf). For more details see the ELA
formatting guidelines.
Submission of articles
Manuscripts should be submitted by sending an email cover letter with email addresses of all authors),
attached LaTeX and PDF
files of the manuscript to
elamath@uwyo.edu, and submit the
Publication Agreement form.
By submitting a manuscript, the author affirms that
-
the work described has not been published previously (except as an abstract or as part of a dissertation),
- the manuscript is not under consideration for publication in another journal, and
- all authors approve of the publication of the manuscript.
Once a manuscript is received, an acknowledgement of receipt will be
sent to all authors, and the paper will be assigned to an editor who
sends the manuscript out for refereeing. If you do not receive an
acknowldgement within 72 hours, then please check to see if your email
was received. Questions regarding the status of the manuscript can be
sent to elamath@uwyo.edu.
Acceptance of Articles
Upon
acceptance of an article, the Editor-in-chief will inform the
corresponding author, and one of the managing editors will contact the
corresponding author with instructions on preparing the article for
publication. Posting of articles is
immediate following the copy-editing process and the corresponding
author's approval of the proofs.