The Mysterious Box: Nuclear Science and Art

The Mysterious Box: Nuclear Science and Art PDF

Author: Bernard Keisch

Publisher: Good Press

Published: 2023-11-09

Total Pages: 68

ISBN-13:

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"The Mysterious Box: Nuclear Science and Art" by Bernard Keisch. Published by Good Press. Good Press publishes a wide range of titles that encompasses every genre. From well-known classics & literary fiction and non-fiction to forgotten−or yet undiscovered gems−of world literature, we issue the books that need to be read. Each Good Press edition has been meticulously edited and formatted to boost readability for all e-readers and devices. Our goal is to produce eBooks that are user-friendly and accessible to everyone in a high-quality digital format.

The Mysterious Box

The Mysterious Box PDF

Author:

Publisher:

Published: 1970

Total Pages: 48

ISBN-13:

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This booklet discusses how nuclear science is used in art. The techniques and instruments are factual but the characters and plot are imaginary.

Atomic Pioneers

Atomic Pioneers PDF

Author: Ray Eldon Hiebert

Publisher:

Published: 1971

Total Pages: 100

ISBN-13:

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Capsule studies of scientists throughout the ages emphasizing their contributions to the foundation of atomic science.

Differential Equation Models

Differential Equation Models PDF

Author: Martin Braun

Publisher: Springer Science & Business Media

Published: 2012-12-06

Total Pages: 390

ISBN-13: 1461254272

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The purpose of this four volume series is to make available for college teachers and students samples of important and realistic applications of mathematics which can be covered in undergraduate programs. The goal is to provide illustrations of how modem mathematics is actually employed to solve relevant contemporary problems. Although these independent chapters were prepared primarily for teachers in the general mathematical sciences, they should prove valuable to students, teachers, and research scientists in many of the fields of application as well. Prerequisites for each chapter and suggestions for the teacher are provided. Several of these chapters have been tested in a variety of classroom settings, and all have undergone extensive peer review and revision. Illustrations and exercises are included in most chapters. Some units can be covered in one class, whereas others provide sufficient material for a few weeks of class time. Volume 1 contains 23 chapters and deals with differential equations and, in the last four chapters, problems leading to partial differential equations. Applications are taken from medicine, biology, traffic systems and several other fields. The 14 chapters in Volume 2 are devoted mostly to problems arising in political science, but they also address questions appearing in sociology and ecology. Topics covered include voting systems, weighted voting, proportional representation, coalitional values, and committees. The 14 chapters in Volume 3 emphasize discrete mathematical methods such as those which arise in graph theory, combinatorics, and networks.