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Books > Academic & Education > Professional & Technical
This work is motivated by and develops connections between several branches of mathematics and physics--the theories of Lie algebras, finite groups and modular functions in mathematics, and string theory in physics. The first part of the book presents a new mathematical theory of vertex operator algebras, the algebraic counterpart of two-dimensional holomorphic conformal quantum field theory. The remaining part constructs the Monster finite simple group as the automorphism group of a very special vertex operator algebra, called the "moonshine module" because of its relevance to "monstrous moonshine."
This series of circuits provides designers with a quick source for
oscillator circuits. Why waste time paging through huge
encyclopedias when you can choose the topic you need and select any
of the specialized circuits sorted by application?
This book discussed fundamental problems in dynamics, which
extensively exist in engineering, natural and social sciences. The
book presented a basic theory for the interactions among many
dynamical systems and for a system whose motions are constrained
naturally or artificially. The methodology and techniques presented
in this book are applicable to discontinuous dynamical systems in
physics, engineering and control. In addition, they may provide
useful tools to solve non-traditional dynamics in biology, stock
market and internet network et al, which cannot be easily solved by
the traditional Newton mechanics. The new ideas and concepts will
stimulate ones' thought and creativities in corresponding subjects.
The author also used the simple, mathematical language to write
this book. Therefore, this book is very readable, which can be
either a textbook for senior undergraduate and graduate students or
a reference book for researches in dynamics.
Cellular Telephones and Pagers is an overview of the basics of
mobile telephone and paging technology and related issues. It is
written for the interested layman as well as the professional
looking for basic information.
The book, suitable as both an introductory reference and as a text book in the rapidly growing field of topological graph theory, models both maps (as in map-coloring problems) and groups by means of graph imbeddings on sufaces. Automorphism groups of both graphs and maps are studied. In addition connections are made to other areas of mathematics, such as hypergraphs, block designs, finite geometries, and finite fields. There are chapters on the emerging subfields of enumerative topological graph theory and random topological graph theory, as well as a chapter on the composition of English church-bell music. The latter is facilitated by imbedding the right graph of the right group on an appropriate surface, with suitable symmetries. Throughout the emphasis is on Cayley maps: imbeddings of Cayley graphs for finite groups as (possibly branched) covering projections of surface imbeddings of loop graphs with one vertex. This is not as restrictive as it might sound; many developments in topological graph theory involve such imbeddings.
These two volumes cover the principal approaches to constructivism in mathematics. They present a thorough, up-to-date introduction to the metamathematics of constructive mathematics, paying special attention to Intuitionism, Markov's constructivism and Martin-Lof's type theory with its operational semantics. A detailed exposition of the basic features of constructive mathematics, with illustrations from analysis, algebra and topology, is provided, with due attention to the metamathematical aspects. Volume 1 is a self-contained introduction to the practice and foundations of constructivism, and does not require specialized knowledge beyond basic mathematical logic. Volume 2 contains mainly advanced topics of a proof-theoretical and semantical nature.
This series of circuits provides designers with a quick source for
measuring circuits. Why waste time paging through huge
encyclopedias when you can choose the topic you need and select any
of the specialized circuits sorted by application?
This is an all-encompassing and exhaustive exposition of the theory of infinite-dimensional Unitary Representations of Locally Compact Groups and its generalization to representations of Banach algebras. The presentation is detailed, accessible, and self-contained (except for some elementary knowledge in algebra, topology, and abstract measure theory). In the later chapters the reader is brought to the frontiers of present-day knowledge in the area of Mackey normal subgroup analysisand its generalization to the context of Banach *-Algebraic Bundles.
This Handbook adopts a traditional definition of the subject, and
focuses primarily on the explanation of international transactions
in goods, services, and assets, and on the main domestic effects of
those transactions. The first volume deals with the "real side" of
international economics. It is concerned with the explanation of
trade and factor flows, with their main effects on goods and factor
prices, on the allocation of resources and income distribution and
on economic welfare, and also with the effects on national policies
designed explicitly to influence trade and factor flows. In other
words, it deals chiefly with microeconomic issues and methods. The
second volume deals with the "monetary side" of the subject. It is
concerned with the balance of payments adjustment process under
fixed exchange rates, with exchange rate determination under
flexible exchange rates, and with the domestic ramifications of
these phenomena. Accordingly, it deals mainly with macroeconomic
issues, although microeconomic methods are frequently utilized,
especially in work on expectations, asset markets, and exchange
rate behavior. For more information on the Handbooks in Economics
series, please see our home page on http:
//www.elsevier.nl/locate/hes
This is an all-encompassing and exhaustive exposition of the theory of infinite-dimensional Unitary Representations of Locally Compact Groups and its generalization to representations of Banach algebras. The presentation is detailed, accessible, and self-contained (except for some elementary knowledge in algebra, topology, and abstract measure theory). In the later chapters the reader is brought to the frontiers of present-day knowledge in the area of Mackey normal subgroup analysisand its generalization to the context of Banach *-Algebraic Bundles.
Two important new developments have occurred that have significant
impact on the evolution of econometrics, namely, the end of the
Cold War and the emergence of the information revolution in nearly
all economies of the world. The information revolution has had significant effect on data
flows, making them much more timely, accessible, and descriptive of
more parts of the economy. At the same time, it has changed the
industrial structure of many economies, giving rise to increasing
importance of the tertiary sectors (e.g. services). The new
generation of hardware and software enables econometricians to
handle larger and more complex problems, especially those that are
data intensive and computer intrusive. These major events require reconsideration and redrafting of
some of the materials of the original edition. The present volume retains the original structure of "Lectures
on Microeconomic Theory" and takes up principles of constructing
dynamic macroeconometric models and their use in economic analyses
and forecasting, while introducing many updates, revisions and
extensions. The description of the econometric methodology has been
limited to specific applications of time series analysis, and the
title has been changed to "Principles of Macroeconometric
Modeling."
"Brassica" crop species and their allies ("Raphanus, Sinapis,
Eruca, " etc.) are important sources of edible roots, stems,
leaves, buds and inflorescences, as well as of edible or industrial
oils, condiments and forage. Many well known names of plants or
plant products, such as kale, cabbage, brocolli, cauliflower,
Brussels sprouts, kohl-rabi, Chinese cabbage, turnip, rape,
rutabaga, swede, colza or rapeseed, canola, mustard, rocket, etc.
are directly associated to this botanical group.
As indicated by its title A History of Great Ideas in Abnormal Psychology, this book is not just concerned with the chronology of events or with biographical details of great psychiatrists and psychopathologists. It has as its main interest, a study of the ideas underlying theories about mental illness and mental health in the Western world. These are studied according to their historical development from ancient times to the twentieth century. The book discusses the history of ideas about the nature of mental illness, its causation, its treatment and also social attitudes towards mental illness. The conceptions of mental illness are discussed in the context of philosophical ideas about the human mind and the medical theories prevailing in different periods of history. Certain perennial controversies are presented such as those between the psychological and organic approaches to the treatment of mental illness, and those between the focus on disease entities (nosology) versus the focus on individual personalities. The beliefs of primitive societies are discussed, and the development of early scientific ideas about mental illness in Greek and Roman times. The study continues through the medieval age to the Renaissance. More emphasis is then placed on the scientific revolution of the seventeenth century, the enlightenment of the eighteenth, and the emergence of modern psychological and psychiatric ideas concerning psychopathology in the twentieth century.
From the Preface
The original concept for the Vision in Vehicle series of
international conferences was born from discussions within the
Applied Vision Association which led eventually to the first
conference being held in 1985. Ten years of progress later and this
volume presents the selected and edited proceedings of the Sixth
International Conference on Vision in Vehicles (VIV6) which was
held at the University of Derby, 13-16 September 1995. The meeting
was organised in association with the Applied Vision Association
and the Ergonomics Society.
This is a truly unique collection of 39 articles written by
authorities or based on authoritative research. It goes beyond
locks, lighting, and alarms to offer provocative viewpoints on a
variety of security topics. The book looks beyond everyday applications and routines to an
understanding of the social significance of careers in security. It
will be of interest to practitioners in all sectors as well as
students at all levels.
In accordance with the developments in computation, theoretical
studies on numerical schemes are now fruitful and highly needed. In
1991 an article on the finite element method applied to
evolutionary problems was published. Following the method,
basically this book studies various schemes from operator
theoretical points of view. Many parts are devoted to the finite
element method, but other schemes and problems (charge simulation
method, domain decomposition method, nonlinear problems, and so
forth) are also discussed, motivated by the observation that
practically useful schemes have fine mathematical structures and
the converses are also true. This book has the following chapters:
1. Boundary Value Problems and FEM. 2. Semigroup Theory and FEM. 3.
Evolution Equations and FEM. 4. Other Methods in Time
Discretization. 5. Other Methods in Space Discretization. 6.
Nonlinear Problems. 7. Domain Decomposition Method.
The CMOS Cookbook contains all you need to know to understand and
successfully use CMOS (Complementary Metal-Oxide Semiconductor)
integrated circuits. Written in a "cookbook" format that requires
little math, this practical, user-oriented book covers all the
basics for working with digital logic and many of its end
appilations.
The book is designed for researchers, students and practitioners
interested in using fast and efficient iterative methods to
approximate solutions of nonlinear equations. The following four
major problems are addressed. Problem 1: Show that the iterates are
well defined. Problem 2: concerns the convergence of the sequences
generated by a process and the question of whether the limit points
are, in fact solutions of the equation. Problem 3: concerns the
economy of the entire operations. Problem 4: concerns with how to
best choose a method, algorithm or software program to solve a
specific type of problem and its description of when a given
algorithm succeeds or fails. The book contains applications in
several areas of applied sciences including mathematical
programming and mathematical economics. There is also a huge number
of exercises complementing the theory.
This book contains a number of chapters on the control and execution of skilled movements, as well as more general chapters on theoretical issues in skilled performance. The contributors have summarised their most recent research, and general themes and issues are presented in discussion chapters at the end of each section, thus providing a good general summary of the kind of research and theoretical frameworks developing in this area. The first section is concerned with the theoretical issues of programming and co-ordination. Issues raised in the second section are basic to much of the research reviewed in the volume. This section summarises the various theoretical positions in the recent debates on the role of cognitive processes in motor control and the usefulness of the ``psychomotor'' approach, and contains chapters based on individual papers which present relevant empirical findings. The third section deals with the learning and performance of skilled movements, containing papers with practical implications for everyday skills. The final section contains chapters on cognitive processes in skilled performance.
This is a student solutions manual for Elementary Number Theory with Applications 1st edition by Thomas Koshy (2002). Note that the textbook itself is not included in this purchase. From the back cover of the textbook: Modern technology has brought a new dimension to the power of number theory: constant practical use. Once considered the purest of pure mathematics, number theory has become an essential tool in the rapid development of technology in a number of areas, including art, coding theory, cryptology, and computer science. The range of fascinating applications confirms the boundlessness of human ingenuity and creativity. Elementary Number Theory captures the author's fascination for the subject: its beauty, elegance, and historical development, and the opportunities number theory provides for experimentation, exploration, and, of course, its marvelous applications.
The Handbook brings together a systematic review of the research
topics, empirical findings, and methods that comprise modern labor
economics. It serves as an introduction to what has been done in
this field, while at the same time indicating possible future
trends which will be important in both spheres of public and
private decision-making.
The push to move products to market as quickly and cheaply as
possible is fiercer than ever, and accordingly, engineers are
always looking for new ways to provide their companies with the
edge over the competition. Field-Programmable Gate Arrays (FPGAs),
which are faster, denser, and more cost-effective than traditional
programmable logic devices (PLDs), are quickly becoming one of the
most widespread tools that embedded engineers can utilize in order
to gain that needed edge. FPGAs are especially popular for
prototyping designs, due to their superior speed and efficiency.
The information in this book is from Technical resource document: treatment technologies for dioxin-containing wastes, by M. Arienti et al., prepared for the US EPA, October 1986. For decision-makers. Discusses regulations, thermal and nonthermal technologies, and factors involved in technology selection. No index. Annotation copyright Book News, I
This book serves not only as an introduction, but also as an
advanced text and reference source in the field of deterministic
optimal control systems governed by ordinary differential
equations. It also includes an introduction to the classical
calculus of variations. |
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