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This volume addresses the key issue of the initial education and lifelong professional learning of teachers of mathematics to enable them to realize the affordances of educational technology for mathematics. With invited contributions from leading scholars in the field, this volume contains a blend of research articles and descriptive texts. In the opening chapter John Mason invites the reader to engage in a number of mathematics tasks that highlight important features of technology-mediated mathematical activity. This is followed by three main sections: An overview of current practices in teachers’ use of digital technologies in the classroom and explorations of the possibilities for deve...
This book puts the underlying methodology of socioeconomic statistics on a firmer footing by placing it within the ambit of inferential and predictive games. It covers such problems as learning, publication, non-response, strategic response, the nature and possibility of rational expectations, time inconsistency, intrinsic nonstationarity, and the existence of probabilities.
One day in 1942, a kid who liked to draw responded to an advertisement in the New York Times. He carried his portfolio to a young, upstart publishing company, landing a job on the spot. That company would become Marvel Comics ...Allen Bellman participated in the early years of popular characters like Captain America, the Human Torch, and the Sub-Mariner. One day he left the comics field and never looked back. Five decades later, an intrepid "Golden Age" comic book collector located him. Allen received a hero's welcome from comic book historians, and now appears at conventions nationwide, proclaiming "I was there!" Herewith, his circuitous journey back to comics ...In the pages of Timely Conf...
This book presents a coherent and systematic exposition of the mathematical theory of the problems of optimization and stability. Both of these are topics central to economic analysis since the latter is so much concerned with the optimizing behaviour of economic agents and the stability of the interaction processes to which this gives rise. The topics covered include convexity, mathematical programming, fixed point theorems, comparative static analysis and duality, the stability of dynamic systems, the calculus of variations and optimal control theory. The authors present a more detailed and wide-ranging discussion of these topics than is to be found in the few books which attempt a similar...
School-university partnerships have the potential to greatly benefit teaching and learning in PK-12 environments, as well as educator preparation programs. This collaboration is advantageous to teachers, counselors, and administrators. Professional Development Schools and Transformative Partnerships provides a comprehensive look at the design, implementation, and impact of educational initiatives between schools and universities. Including cases and research on existing collaborations, this publication addresses barriers and trends in order to provide direction for successful partnerships in the future. This book is an essential reference source for educational leaders in colleges, schools, and departments of education, as well as leaders of PK-12 schools.
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"This reference brings together an impressive array of research on the development of Science, Technology, Engineering, and Mathematics curricula at all educational levels"--Provided by publisher.
The Secret History of Marvel Comics digs back to the 1930s when Marvel Comics wasn't just a comic-book producing company. Marvel Comics owner Martin Goodman had tentacles into a publishing world that might have made that era’s conservative American parents lynch him on his front porch. Marvel was but a small part of Goodman’s publishing empire, which had begun years before he published his first comic book. Goodman mostly published lurid and sensationalistic story books (known as “pulps”) and magazines, featuring sexually-charged detective and romance short fiction, and celebrity gossip scandal sheets. And artists like Jack Kirby, who was producing Captain America for eight-year-olds...
The authors of this text demonstrate using mathematical concepts to solve truly interesting problems about how our world works. Mathematical modeling is the process of looking at a problem, finding a mathematical core, working within that core, and coming back to see what mathematics tells you about the problem. Real problems ask such questions as: How do we create computer animations? Where should we locate a fire station? How do we effectively control an animal population? This approach integrates a mix of ideas in geometry, algebra, and data analysis with technologies of computers and graphing calculators.