A Mathematical Look at Politics

leondumoulin.nl: A Mathematical Look at Politics (): E. Arthur Robinson Jr., Daniel H. Ullman: Books.
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To learn more about Amazon Sponsored Products, click here. The book finds a nice compromise between formality and accessibility. The authors take care to build from examples, isolate what is important, and generalize into theorems. It is expected that the reader has only limited mathematical experience, so much effort is put toward making very clear what is and is not being said. Definitions are clear, and the authors take the time to explain why they need to be with well-chosen examples.

When the proofs come and they do come , they are set up properly. Instructors teaching a broader liberal arts mathematics course could use it to add depth to these topics or craft supplemental readings and projects. Students of mathematics or politics will find independent study opportunities here, and mathematicians from other areas will find this an enjoyable introduction.

Vol 41, No 2 (2013) , 209-213

This is a very thoughtfully written text that should be made available to anyone with an interest in learning or teaching this topic. It aims to instill a fondness for mathematics in a population not always convinced that mathematics is relevant. Would you like to tell us about a lower price? If you are a seller for this product, would you like to suggest updates through seller support?

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Review The book finds a nice compromise between formality and accessibility.

For Instructors Request Inspection Copy. What Ralph Nader's spoiler role in the presidential election tells us about the American political system. When students realize that mathematical thinking can address these sorts of pressing concerns of the political world it naturally sparks their interest in the underlying mathematics. A Mathematical Look at Politics is designed as an alternative to the usual mathematics texts for students in quantitative reasoning courses. It applies the power of mathematical thinking to problems in politics and public policy.


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    4. Concepts are precisely defined. Hypotheses are laid out. Propositions, lemmas, theorems, and corollaries are stated and proved.

    Journals of the Polish Mathematical Society

    Counterexamples are offered to refute conjectures. Students are expected not only to make computations but also to state results, prove them, and draw conclusions about specific examples. Tying the liberal arts classroom to real-world mathematical applications, this text is more deeply engaging than a traditional general education book that surveys the mathematical landscape.

    It aims to instill a fondness for mathematics in a population not always convinced that mathematics is relevant to them. The book finds a nice compromise between formality and accessibility. The authors take care to build from examples, isolate what is important, and generalize into theorems.

    It is expected that the reader has only limited mathematical experience, so much effort is put toward making very clear what is and is not being said. Definitions are clear, and the authors take the time to explain why they need to be with well-chosen examples. When the proofs come and they do come , they are set up properly. Instructors teaching a broader liberal arts mathematics course could use it to add depth to these topics or craft supplemental readings and projects.

    Students of mathematics or politics will find independent study opportunities here, and mathematicians from other areas will find this an enjoyable introduction. This is a very thoughtfully written text that should be made available to anyone with an interest in learning or teaching this topic. It aims to instill a fondness for mathematics in a population not always convinced that mathematics is relevant.

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