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Math in Society

This book is a survey of contemporary mathematical topics, most non-algebraic, appropriate for a college-level quantitative literacy topics course for liberal arts majors. The text is designed so that most chapters are independent, allowing the instructor to choose a selection of topics to be covered. Emphasis is placed on the applicability of the mathematics. Core material for each topic is covered in the main text, with additional depth available through exploration exercises appropriate for in-class, group, or individual investigation.

Mathematical Applications for Game Development

This book presents applications of mathematics and science in game and simulation programming. Includes the utilization of matrix and vector operations, kinematics, and Newtonian principles in games and simulations. Also covers code optimization. It covers the mathematics and physics needed to describe the position and motion of bodies in three-dimensional space. This course material consists of about 20 different modules arranged in the following major sections: Math. Physics. The modules in the Math section use Java OOP to develop a game math library. Many of the topics consist of three separate modules: A tutorial. A set of review questions. A set of lecture slides.

Learning Java An Introduction to Real-World Programming with Java

This book is about the Java programming language and environment. Whether you are a software developer or just someone who uses the internet in your daily life, you’ve undoubtedly heard about Java. Its introduction was one of the most exciting developments in the history of the web, and Java applications have powered much of the growth of business on the internet.

Writing and Reporting for the Media

Oxford New York.

Mathematical discovery

This book is an outgrowth of classes given at the University of California, Santa Barbara, mainly for students who had little mathematical background. Many of the students indicated they never understood what mathematics was all about (beyond what they learned in algebra and geometry). Was there any more mathematics to be discovered or created? How could one actually discover or create new mathematics ? In order to give these students some sort of answers to such questions, we designed a course in which the students could actually participate in the discovery of mathematics. This version of our textbook has all illustrations in color. A less expensive grayscale version is also available.

ЭЛЕКТРОХИМИЯ

Учебник содержит все традиционные разделы курса электрохимии. В нем приведены примеры использования количественных соотношений электро химической термодинамики и кинетики для описания и прогнозирования свойств реальных систем. Даны основы научного подхода к решению задач, связанных с практическим применением электрохимических систем. Рассмотрены последние достижения в области разработки новых матери алов для электрохимических систем, современное состояние физических пред ставлений об элементарных явлениях в электрохимических процессах, фи зические методы исследования растворов, межфазных границ и электродных материалов.

Умумий кутубхонашунослик

Мазкур дарслик амалдаги " Умумий кутубхонашунослик" программаси асосида ёзилган бўлиб, унда кутубхоналарнинг ижтимоий роли, вазифалари, уларнинг типлари ва турлари, Ўзбекистонда кутубхоначилик ишининг ташкил етилиши, шаҳар ва қишлоқ аҳолисига, болаларга кутубхона хизмати кўрсатиш масалалари, кутубхоначилик ишини бошқариш ва унга раҳбарлик қилиш, республикамизда кутубхонашунослик фанининг шаклланиши ва тараққиёти, унинг бошқа фанлар билан алоқаси каби масалалар ёритилган.

Mathematical Linguistics

Mathematical Linguistics introduces the mathematical foundations of linguistics to computer scientists, engineers, and mathematicians interested in natural language processing. The book presents linguistics as a cumulative body of knowledge from the ground up: no prior knowledge of linguistics is assumed. As the first textbook of its kind, this book is useful for those in information science and in natural language technologies.

Mathematical Reasoning Writing and Proof

This book is designed not to be just casually read but rather to be engaged. It may seem like a cliche (because it is in almost every mathematics book now) but there is truth in the statement that mathematicsis not a spectator sport. To learn and understand mathematics, you must engage in the process of doing mathematics. So you must actively read and study the book, which means to have a pencil and paper with you and be willing to follow along and fill in missing details. This type of engagement is not easy and is often frustrating, but if you do so, you will learn a great deal about mathematics and more importantly, about doing mathematics.

ОРГАНИЧЕСКАЯ ХИМИЯ

Молекулы органических соединений образуются из атомов, расположенных в трехмерном пространстве. Разные атомы образуют разное число связей. Молекулы имеют определенное пространственное строение, которое называют геометрией молекулы. Особенности строения каждой конкретной молекулы, прочность связей между составляющими ее атомами объясняются теорией валентности. Основой современной теории валентности является квантовая теория, которая в настоящее время настолько развита, что с помощью ЭВМ можно правильно и достаточно точно предсказать строение небольших несложных молекул

Экономические проблемы повышения эффективности работы железнодорожного транспорта

Однако полностью решить проблему наращивания и оптимального использования мощностей транспортной системы, устранить сложившиеся в течение нескольких десятилетий внутренне диспропорции не удалось.

Практическая психология

Изложена концепция практической психологии в связи с гуманизацией высшего образования в современных условиях. Книга состоит из четырех частей. В первой части дается анализ психологии индивидуальности, предлагаются психологические тесты, которые помогут составить психологический портрет индивидуальности. Во второй части раскрываются особенности групповой деятельности, общения и конфликтных ситуаций. В третьей части дается анализ профессиональной и предпринимательской деятельности, инженерного творчества, психологии безопасности и рекламы

История и философия искусства

В настоящее издание вошли статьи и исследования священника Павла Флоренского, которые он сам объединены в том по истории и философии искусства и археологии.

Mathematics 1. Basic Mathematics

This unit starts with the concept of a set. It then intoroduces logic which gives the learner techniques for distinguishing between correct and incorrect arguments using propositions and their connectives. A grasp of sets of real numbers on which we define elementary functions is essential. The need to have pictorial representations of a function necessitates the study of its graph. Note that the concept of a function can also be viewed as an instruction to be carried out on a set of objects. This necessitates the study of arrangements of objects in a certain order, called permutations and combinations. In this unit we look at the concept of binary operations. This leads to the study of elementary properties of integers such as congruence. The introduction to algebraic structures is simply what we require to pave the way for unit 3.

Mathematics and Music

Many people intuitively sense that there is a connection between mathematics and music. If nothing else, both involve counting. There is, of course, much more to the association. David Wright's book is an investigation of the interrelationships between mathematics and music, reviewing the needed background concepts in each subject as they are encountered. Along the way, readers will augment their understanding of both mathematics and music. The text explores the common foundations of the two subjects, which are developed side by side. Musical and mathematical notions are brought together, such as scales and modular arithmetic, intervals and logarithms, tone and trigonometry, and timbre and harmonic analysis. When possible, discussions of musical and mathematical notions are directly interwoven. Occasionally the discourse dwells for a while on one subject and not the other, but eventually the connection is established, making this an integrative treatment of the two subjects. The book is a text for a freshman level college course suitable for musically inclined or mathematically inclined students, with the intent of breaking down any apprehension that either group might have for the other subject. Exercises are given at the end of each chapter. The mathematical prerequisites are a high-school level familiarity with algebra, trigonometry, functions, and graphs. Musically, the student should have had some exposure to musical staffs, standard clefs, and key signatures, though all of these are explained in the text.

Mathematics for Computer Science

This book covers elementary discrete mathematics for computer science and engineering. It emphasizes mathematical definitions and proofs as well as applicable methods. Topics include formal logic notation, proof methods; induction, well-ordering; sets, relations; elementary graph theory; integer congruences; asymptotic notation and growth of functions; permutations and combinations, counting principles; discrete probability. Further selected topics may also be covered, such as recursive definition and structural induction; state machines and invariants; recurrences; generating functions. The color images and text in this book have been converted to grayscale.