Mathematics of Discrete Structures for Computer Science

Part of a 6 level series of readers for children learning English, which provides a variety of fiction and non-fiction titles, this work provides reinforcement of the basic structures and vocabulary c

Part of a series on writing in education and teaching and the development of structures for the promotion of writing, this collection of twenty essays on the use of writing in knowledge communities ex

This text contains a comprehensive overview of library services for preschool children that provides simple, practical tips for working with the youngest library patrons, including computer usage.

Suitable for advanced undergraduates and graduate students in mathematics, this introduction to topological groups presumes familiarity with the elementary concepts of set theory, elements of function

This book diagnoses Cambodian teaching quality and presents policy options for reform. Through classroom observation, assessments of mathematics and pedagogical content knowledge, and surveys of teach

The whole picture of Mathematical Modeling is systematically and thoroughly explained in this text for undergraduate and graduate students of mathematics, engineering, economics, finance, biology, che

The whole picture of Mathematical Modeling is systematically and thoroughly explained in this text for undergraduate and graduate students of mathematics, engineering, economics, finance, biology, che

Kibble (theoretical physics, Imperial College London) and Berkshire (mathematics, Imperial College) cover fundamentals of classical mechanics in this text for undergraduate students of physics and app

Charalambides (mathematics, U. of Athens, Greece) presents a textbook for introductory to intermediate courses in enumerative combinatorics. Beginning with the basic counting principles of addition an

In 1770, one of the founders of pure mathematics, Leonard Euler (1707–1783), published an algebra textbook for students. It was soon translated into French, with notes and additions by Joseph-Louis Lagrange, another giant of eighteenth-century mathematics, and the French edition was used as the basis of the English edition of 1822 (which also appears in this series), and of this 1790s German edition by Johann Philipp Grüson, Professor of Mathematics to the royal cadets. Volume 2 consists of two parts: 16 chapters on algebraic equations, followed by 15 chapters on analyses of indeterminate quantities. Here, Euler shows the reader several ways to solve polynomial equations up to the fourth degree. This landmark book showed students the beauty of mathematics, and more significantly, how to do it. It provides tangible evidence of the lively international mathematical community that flourished despite the political uncertainties of the late eighteenth century.

The bond valence model, a description of acid-base bonding, is widely used for analysing and modelling the structures and properties of solids and liquids. Unlike other models of inorganic chemical bo

The Workbook section of the SAM contains a variety of written exercises for chapters 1-15 that recombine the vocabulary and grammar structures presented in the corresponding chapter of the student tex

Street gangs and studies of street gangs have been part of the architecture of American urban and suburban life for decades. Only fairly recently have scholars analyzed the structures and operations o

The analysis and design of structures subjected to time-dependent dynamic loads are explained by Paz (U. of Louisville) and Leigh (U. of Central Florida) at a level suitable for advanced undergraduate

Understanding AI has never been easier. Combining bold graphics with easy-to-understand text, Simply Artificial Intelligence is the perfect introduction to the world of AI for those who are short of time but hungry for knowledge. Covering a broad range of fields within AI - from computing and mathematics to politics and philosophy - entries demystify what artificial intelligence is and how it works, how it has dramatically changed the way we live, and how it might evolve in the future. Explaining each individual aspect of AI more clearly than ever before, the book outlines the key building-blocks and technological milestones in its history, profiles its most important practical applications - both currentand predicted - and explores the numerous ethical debates around AI, and its increasing influence on culture and society. Whether you are studying science or AI-related subjects at school or college, or simply want a jargon-free overview of this increasingly important subject, this ess

A grasp of the precision, beauty, and complexity of mathematics requires an understanding of some of the subject's technical aspects. The real number system provides an ideal framework for cultivating

Intended for plant biologists with vast amounts of field data to sort and understand, and also for computer scientists interested in the tools and systems available for plant research, this text prese

Presenting the winner of The International Highrise Award as well as 30 other projects nominated for outstanding innovation. In times of growing metropolises and ever denser urban structures, the hig

The modeling of dependence structures (or copulas) is undoubtedly one of the key challenges for modern financial engineering. First applied to credit-risk modeling, copulas are now widely used across

For many years it was believed that translational symmetry would be the fundamental property of crystal structures of natural and synthetic compounds. It is now recognised that many compounds crystall

Today, in a period of economic crisis, public sector cuts and escalating class struggle, Marxism offers important tools for social workers and service users to understand the structures of oppression

In a title that includes a glossary and resources for further learning, the creator of Inside-Outside Dinosaurs shows and describes the amazing structures--truly remarkable feats of engineering--that

A great fascination for biologists, the study of embryo development provides indispensable information concerning the origins of the various forms and structures that make up an organism, and our ever

Mathematical Morphology allows for the analysis and processing of geometrical structures using techniques based on the fields of set theory, lattice theory, topology, and random functions. It is the b

The building of religious structures represents a rare opportunity for the architect to concentrate on the creation of volume, space, and form. This volume introduces the design, technical, and planni

With clear, concise explanations of English verb systems, this book is an indispensable guide for the language learner. Covering tense, aspect, modality, and the morphological structures of verbs as w

The political structures of the Scandinavian nations have long stood as models for government and public policy. This comprehensive study examines how that “Nordic model” of government de

Griffiths generalised the idea of a period of an integral and introduced period maps and period domains which reflect the complex structures for higher-dimensional varieties. This 2003 book discusses

This is an introduction to electron holography, a newly developed technique for observing and measuring microscopic structures of matter and fields using the wave nature of electrons. It describes pri

This is an examination of the social structures that shape Latin American societies. Knowledge of demography, rural and urban life, and ethnic and status relationships is critical for understanding th

This volume focuses on the state-of-the-art micro/nanofabrication technologies for creating miniature structures with high precision. These multidisciplinary technologies include mechanical, electrica

Focusing on bio-inspired and biomimetic methods for nanomaterial fabrication and activation, this book examines binding of biomolecules to inorganic structures, nanomaterial function, applications in

Educated at Palermo, Rome and Heidelberg, the classical and economic historian Karl Julius Beloch (1845–1929) lived most of his life in Italy, becoming a professor extraordinarius of ancient history at the University of Rome in 1879. German scholars, notably Theodor Mommsen, criticised Beloch's work for his scepticism towards traditional material and his more subjective approach. In addition to important work on ancient demography, he produced this controversial yet influential opus, revised and published in four volumes between 1912 and 1927, in which he questions conventional views on Greek history. Each volume in its first part outlines historical events and in the second part goes into greater detail, emphasising Beloch's unique perspective. The first part of Volume 3 covers the period after Sparta's victory in the Peloponnesian War until Alexander the Great's conquest of Asia, revealing impacts on science, culture and social structures.

Working with data is a foundational concept not only for mathematics, but also for understanding the world around us. Readers will gain exposure to principles of measurement, such as measuring length

Working with data is a foundational concept not only for mathematics, but also for understanding the world around us. Readers will gain exposure to principles of measurement, such as measuring length

Working with data is a foundational concept not only for mathematics, but also for understanding the world around us. Readers will gain exposure to principles of measurement, such as measuring length

Most introductory statistics text-books are written either in a highly mathematical style for an intended readership of mathematics undergraduate students, or in a recipe-book style for an intended au

Numbers, shapes, sizes, and sorting are foundations for the study of mathematics. This series presents these key concepts at a level consistent with math curriculum standards for pre-K and kindergart

Numbers, shapes, sizes, and sorting are foundations for the study of mathematics. This series presents these key concepts at a level consistent with math curriculum standards for pre-K and kindergart

Numbers, shapes, sizes, and sorting are foundations for the study of mathematics. This series presents these key concepts at a level consistent with math curriculum standards for pre-K and kindergart