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Teaching Undergraduate Mathematics
Research into the teaching and learning of mathematics in higher education is in its infancy as a recognised academic field, and little has been published to inform and assist those teaching the subject. However, interest is growing in teaching quality, in the training of teaching assistants, and in staff development. This book makes available a wide selection of material on mathematics teaching and learning — purpose, curriculum design, teaching methodology and specific material — produced at a series of working conferences. It will be useful to all teachers and tutors of mathematics in higher education.
Modelling and Mathematics Education
The articles included in this book are from the ICTMA 9 conference held in Lisbon, attended by delegates from about 30 countries. This work records the 1999 Lisbon Conference of ICTMA. It contains the selected and edited content of the conference and makes a significant contribution to mathematical modelling which is the significant investigative preliminary to all scientific and technological applications from machinery to satellites and docking of space-ships. - Contains the selected and edited content of the 1999 Lisbon Conference of ICTMA - Makes a significant contribution to mathematical modelling, which is the significant investigative preliminary to all scientific and technological applications from machinery to satellites and docking of space-ships
Neutrosophic Precalculus and Neutrosophic Calculus
Neutrosophic Analysis is a generalization of Set Analysis, which in its turn is a generalization of Interval Analysis. Neutrosophic Precalculus is referred to indeterminate staticity, while Neutrosophic Calculus is the mathematics of indeterminate change. The Neutrosophic Precalculus and Neutrosophic Calculus can be developed in many ways, depending on the types of indeterminacy one has and on the methods used to deal with such indeterminacy. In this book, the author presents a few examples of indeterminacies and several methods to deal with these specific indeterminacies, but many other indeterminacies there exist in our everyday life, and they have to be studied and resolved using similar ...
Guide to Mathematical Modelling
A basic introduction to Mathematical Modelling, this book encourages the reader to participate in the investigation of a wide variety of modelling examples. These are carefully paced so that the readers can identify and develop the skills which are required for successful modelling. The examples also promote an appreciation of the enormous range of problems to which mathematical modelling skills can be usefully applied.
The Bulletin
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The Lost One
Often typecast as a menacing figure, Peter Lorre achieved Hollywood fame first as a featured player and later as a character actor, trademarking his screen performances with a delicately strung balance between good and evil. His portrayal of the child murderer in Fritz Lang’s masterpiece M (1931) catapulted him to international fame. Lang said of Lorre: “He gave one of the best performances in film history and certainly the best in his life.” Today, the Hungarian-born actor is also recognized for his riveting performances in The Man Who Knew Too Much (1934), The Maltese Falcon (1941), and Casablanca (1942). Lorre arrived in America in 1934 expecting to shed his screen image as a villai...
Bulletin
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Mathematical Modeling with Excel
This text presents a wide variety of common types of models found in other mathematical modeling texts, as well as some new types. However, the models are presented in a very unique format. A typical section begins with a general description of the scenario being modeled. The model is then built using the appropriate mathematical tools. Then it is implemented and analyzed in Excel via step-by-step instructions. In the exercises, we ask students to modify or refine the existing model, analyze it further, or adapt it to similar scenarios.
Physically-Based Modeling for Computer Graphics
Physically-Based Modeling for Computer Graphics: A Structured Approach addresses the challenge of designing and managing the complexity of physically-based models. This book will be of interest to researchers, computer graphics practitioners, mathematicians, engineers, animators, software developers and those interested in computer implementation and simulation of mathematical models. - Presents a philosophy and terminology for "Structured Modeling" - Includes mathematicl and programming techniques to support and implement the methodology - Covers a library of model components, including rigid-body kinematics, rigid-body dynamics, and force-based constraint methods - Includes illustrations of several ample models created from these components - Foreword by Al Barr
