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Review of Fundamentals With Elements of Algebra
Editorial review
This student-friendly, non-traditional text builds student confidence
by providing a solid foundation in algebra concepts before introducing
signed numbers. Conversational and mathematically accurate,
Cass and O'Connor help students overcome fear and dislike of
mathematics, develop critical-thinking and decision-making skills,
improve math study strategies and prepare for subsequent courses.
Review of Introductory and Intermediate Algebra Combined : A Just in Time Approach
Editorial review
Alice Kaseberg, writes the best selling reform Algebra books
on the market. These books present an effective, nontraditional
approach to traditional algebra curriculum. Kaseberg's informal,
interactive style makes algebra accessible to students while
maintaining rigorous mathematical accuracy. Instructors find
that Kaseberg's use of guided discovery and problem-solving
facilitates learning new concepts and strengthens skill retention.
Review of Intermediate Algebra
Editorial review
The main objective of this book is to enable students to understand
the basic techniques of intermediate algebra and to develop
computational skills in using these techniques. --This text
refers to an out of print or unavailable edition of this title.
Review of Pre-Algebra
Editorial review
This textbook offers consumer and personal financial topics
within the context of using math as a tool for decision making.
Components of this program include: Teacher's Annotated Edition
Extension Activities Teacher's Resources and Answer Key MicroExam
II Mac IBM 5 1/4 and IBM 3 1/2
Review of South-Western Algebra 2
Editorial review
Wreath products have arisen in many situations in both group
and semigroup theory, often providing examples of unexpected
behavior, but also in quite fundamental settings. They occur
in many applications in science, particularly in physics and
chemistry.
Reviewed by a reader, from Armenia
Wreath products have been used in many areas of group theory
as well as of semigroup theory for many years. Nevertheless
so far there has been no monograph devoted to this important
construction. This is a reason why this book will be interesting
for specialists in mentioned fields. The book consists of two
parts devoted to wreath products of groups and semigroups respectively.
The basic approach here in this parts are permutation groups
and transformation semigroups as the constituents of the considered
wreath products. Some familiarity with group theory will be
important since quite a few concepts are used without explication
or definition, especially for some parts of notation this may
be inconvenient for some readers. References, far from being
complete, are sometimes just mentioned but do not appear anywhere
in the text, which the author himself points out.
Review of S.S.M. College Algebra W/Unit Circle Tri
Editorial review
This Research Note presents some recent advances in various
important domains of partial differential equations and applied
mathematics including equations and systems of elliptic and
parabolic type and various applications in physics,mechanics
and engineering.These topics are now part of various areas of
science and haveexperienced tremendous development during the
last decades.-------------------------------------
Review of Introductory Algebra Interact Math Windows Version
Editorial review
This research note consists of selected contributions from the
1993 International Conference on "Free Boundary Problems:
Theory and Applications." These represent coherent and
high-level research in the field of free boundary problems.
Topics include mean curvature flows, phase transitions and material
sciences, fluid mechanics and combustion problems.
Review of Ssm-College Algebra 5e
Editorial review
The conjugate gradient method is a powerful tool for the iterative
solution of self-adjoint operator equations in Hilbert space.This
volume summarizes and extends the developments of the past decade
concerning the applicability of the conjugate gradient method
(and some of its variants) to ill posed problems and their regularization.
Such problems occur in applications from almost all natural
and technical sciences, including astronomical and geophysical
imaging, signal analysis, computerized tomography, inverse heat
transfer problems, and many moreThis Research Note presents
a unifying analysis of an entire family of conjugate gradient
type methods. Most of the results are as yet unpublished, or
obscured in the Russian literature. Beginning with the original
results by Nemirovskii and others for minimal residual type
methods, equally sharp convergence results are then derived
with a different technique for the classical Hestenes-Stiefel
algorithm. In the final chapter some of these results are extended
to selfadjoint indefinite operator equations.The main tool for
the analysis is the connection of conjugate gradient type methods
to real orthogonal polynomials, and elementary properties of
these polynomials. These prerequisites are provided in a first
chapter. Applications to image reconstruction and inverse heat
transfer problems are pointed out, and exemplarily numerical
results are shown for these applications.
Review of Basic Algebra
Editorial review
This book completely solves the problem of representing rings
(and modules over them), which are locally noetherian over subsets
of their prime spectrum by structure sheaves over this subset.
In order to realise this, one has to develop the necessary localization
theory as well as to study local equivalents of familiar concepts
like the Artin-Rees property, Ore sets and the second layer
condition. The first part of the book is introductory and self-contained,
and might serve as a starting course (at graduate level) on
localization theory within Grothendieck categories. The second
part is more specialised and provides the basic machinery needed
to effectively these structure sheaves, as well as to study
their functorial behaviour. In this way, the book should be
viewed as a first introduction to what should be called relative
noncommutative algebraic geometry.
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