Introduction To The Geometry Of Complex Numbers

The number system is something completely different from what you've been led to believe!

This is the perfect student introduction to the study of Paul, and his writings.

This is the perfect student introduction to the study of Paul, and his writings.

This book takes an in-depth look at abelian relations of codimension one webs in the complex analytic setting. In its classical form, web geometry consists in the study of webs up to local diffeomorph

This book gives a general introduction to the theory of representations of algebras. It starts with examples of classification problems of matrices under linear transformations, explaining the three c

"Our topic here is psychology, the self-styled science of the mind. Psychology's aim is to explain mental phenomena by describing the underlying processes, systems, and mechanisms that give rise to th

"Suitable for introductory graduate-level courses and independent study, this text presents the basic definitions of the theory of abstract algebra. Following introductory material, each of four chapt

Join Lulu as she learns how to count--and has lots of fun along the way! A trip to the farm with her mummy is the perfect time for Lulu to practise her numbers, and little ones will love learning with

People differ in terms of how morally deserving they are. And it is a good thing if people get what they deserve. Accordingly, it is important to work out an adequate theory of moral desert. But while

Engineering drawing is the "instrument of communication" upon which the designer must place all information necessary to define a new product. Computer-aided design (CAD) courses often involve teachin

The concept of the Euclidean simplex is important in the study of n-dimensional Euclidean geometry. This book introduces for the first time the concept of hyperbolic simplex as an important concept in

This volume, first published in 2000, presents a classical approach to the foundations and development of the geometry of vector fields, describing vector fields in three-dimensional Euclidean space,

"This book guides readers by gradual steps through the central concepts and debates in the philosophy of science. Using concrete examples from the history of science, Kent Staley shows how seemingly a

THE STORIES BEHIND OUR ICONIC NUMBERSRogerson’s Book of Numbers is based on a numerical array of virtues, spiritual attributes, gods, devils, sacred cities, powers, calendars, heroes, saints, icons, a

The calculus of variations is one of the oldest subjects in mathematics, and it is very much alive and still evolving. Besides its mathematical importance and its links to other branches of mathematic

The calculus of variations is one of the oldest subjects in mathematics, and it is very much alive and still evolving. Besides its mathematical importance and its links to other branches of mathematic

Introduction to the Modelling of Marine Ecosystems, Second Edition provides foundational information on the construction of chemical and biological models – from simple cases to more complex biogeoche

This book is the first-ever comprehensive overview of the legal system of Croatia in English.

Does education equal school? Why do so many politicians [and others] think so? If it does, then what about pre-school education, further education, higher education, adult education and so on?This cor

Does education equal school? Why do so many politicians [and others] think so? If it does, then what about pre-school education, further education, higher education, adult education and so on?This cor

Common Core Mathematics is the most comprehensive CCSS-based mathematics curriculum available today.The modules are sequenced and paced to support the teaching of mathematics as an unfolding story tha

The cryosphere encompasses all regions of the planet that experiences water in ice form for some portion of the year. In this book, authors Melody Sandells and Daniela Flocco deliver an introduction t

Why is it easier for a woman to be a muse than to have one? Can one be fully creative—in art or life—without the inspiration of erotic love? These are the questions asked in The Geometry of Love, a no

This collection of literature attempts to compile many of the classic, timeless works that have stood the test of time and offer them at a reduced, affordable price, in an attractive volume so that ev

An Introduction to the Philosophy of Art is a clear and compact survey of philosophical theories of the nature and value of art, including in its scope literature, painting, sculpture, music, dance, architecture, movies, conceptual art and performance art. This second edition incorporates significant new research on topics including pictorial depiction, musical expression, conceptual art, Hegel, and art and society. Drawing on classical and contemporary philosophy, literary theory and art criticism, Richard Eldridge explores the representational, formal and expressive dimensions of art. He argues that the aesthetic and semantic density of the work, in inviting imaginative exploration, makes works of art cognitively, morally and socially important. This importance is further elaborated in discussions of artistic beauty, originality, imagination and criticism. His accessible study will be invaluable to students of philosophy of art and aesthetics.

An Introduction to the Philosophy of Art is a clear and compact survey of philosophical theories of the nature and value of art, including in its scope literature, painting, sculpture, music, dance, architecture, movies, conceptual art and performance art. This second edition incorporates significant new research on topics including pictorial depiction, musical expression, conceptual art, Hegel, and art and society. Drawing on classical and contemporary philosophy, literary theory and art criticism, Richard Eldridge explores the representational, formal and expressive dimensions of art. He argues that the aesthetic and semantic density of the work, in inviting imaginative exploration, makes works of art cognitively, morally and socially important. This importance is further elaborated in discussions of artistic beauty, originality, imagination and criticism. His accessible study will be invaluable to students of philosophy of art and aesthetics.

Kohnen introduces the history of the English language to students and readers who do not have a background in linguistics. He begins with a short overview of the basic facts of language change and the

Suitable for advanced undergraduates and graduate students of mathematics as well as for physicists, this unique monograph and self-contained treatment constitutes an introduction to modern techniques

New edition of this perennial classic. “The best introductory work on Tibetan Buddhist tantra available today.”—Janet Gyatso, Harvard UniversityWhat is tantra? Who is qualified to practice it? How sho

"Simple text invites the reader to find numbers hidden in fun photographs"--

Introduction to Abstract Algebra presents a systematic approach to one of math's most intimidating concepts. Avoiding the pitfalls common in the standard textbooks, the authors begin with familiar top

Originally published in 1927 as part of the Cambridge Psychological Library, this book emphasizes the importance of the biological foundations of psychology, with perception being the bridge between nerve processes and consciousness. Parsons, an ophthalmic surgeon, views problems of perception as being both biological and psychological issues in the conscious and behavioural lives of an animal. This book will be of value to anyone with an interest in the overlap between psychological and biological processes.

Originally published in 1970, this was Peter Herriot’s first book. In this objective, critical evaluation of a rapidly expanding field, Professor Herriot examines language as skilled behaviour, genera

In this concise yet comprehensive guide to the mathematics of modern portfolio theory the authors discuss mean-variance analysis, factor models, utility theory, stochastic dominance, very long term investing, the capital asset pricing model, risk measures including VAR, coherence, market efficiency, rationality and the modelling of actuarial liabilities. Each topic is clearly explained with assumptions, mathematics, limitations, problems and solutions presented in turn. Joshi's trademark style of clarity and practicality is here brought to classical financial mathematics. The book is suitable for mathematically trained students in actuarial studies, business and economics as well as mathematics and finance, and it can be used for both self-study and as a course text. The authors' experience as both academics and practitioners brings clarity and relevance to the book, whilst ensuring that the limitations of models are highlighted.

This textbook provides a wide-ranging introduction to the use and theory of linear models for analyzing data. The author's emphasis is on providing a unified treatment of linear models, including anal

This book (see, www.physicsandsport.com), written by a university lecturer, presents the physical mechanisms governing a series of popular sports. The author's goal is twofold: on the one hand to give

This book provides an introduction to the physico-chemical basis and mathematical description of notions such as distillation, crystallization, sublimation, protein denaturation, emulsions, kinetics,