Flatland: A Romance of Many Dimensions
by Edwin A. Abbot
Publisher: Seeley and Co. 1884
Number of pages: 120
The book represents a couple of accessible and charming explanations of geometry and physics for the curious non-mathematician. Flatland was published in 1880 and imagines a two-dimensional world inhabited by sentient geometric shapes who think their planar world is all there is. But one Flatlander, a Square, discovers the existence of a third dimension and the limits of his world's assumptions about reality and comes to understand the confusing problem of higher dimensions.
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by Mary Everest Boole - C. W. Daniel
Contents: From Arithmetic To Algebra; The Making of Algebras; Simultaneous Problems; Partial Solutions, Elements of Complexity; Mathematical Certainty; The First Hebrew Algebra; How to Choose Our Hypotheses; The Limits of the Teacher's Function; etc.
by Frank Castle - Macmillan and co
From the table of contents: Arithmetic; Plane Geometry; Algebra; British and Metric Units; Logarithms; Slide Rule; Ratios; Use of Squared Paper; Mensuration. Area of Parallelogram. Triangle. Circumference of Circle. Area of a Circle; etc.
by Hermann Schubert - The Open Court Publishing
The mathematical essays in this volume are by one of the most successful teachers and text-book writers of Germany. The essays are full of suggestions for elementary mathematical teachers and students, as well as for non-mathematical readers.
by Jeff Zilahy - Feedbooks
This book is ideal for students who need a little push to get motivated, and also great for scientists and those in the math community that like to be in-the-know on relevant and current topics. Perfect as an accompaniment to any science class.