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History of Mathematics
This course note is designed to provide the historical background to some of the mathematics familiar to students from A-level and the first four terms of undergraduate study, and looks at a period from approximately the mid-sixteenth century to the end of the nineteenth century.
Author(s): University of Oxford
NA Pages 
A Short Account of the History of Mathematics
This is the classic resource on the history of math providing a deeper understanding of the subject and how it has impacted our culture, all in one essential volume. The subjectmatter of this book is a historical summary of the development of mathematics, illustrated by the lives and discoveries of those to whom the progress of the science is mainly due. It may serve as an introduction to more elaborate works on the subject, but primarily it is intended to give a short and popular account of those leading facts in the history of mathematics which many who are unwilling, or have not the time, to study it systematically may yet desire to know.
Author(s): W. W. Rouse Ball
466 Pages
A History of Mathematics by Florian Cajori
Cajoris A History of Mathematics 1894 was the first popular presentation of the history of mathematics in the United States.This book covers the period from antiquity to the close of World War, with major emphasis on advanced mathematics and, in particular, the advanced mathematics of the nineteenth and early twentieth centuries.
Author(s): Florian Cajori
556 Pages
The Number Concept Its Origin and Development
Levi Leonard Conant was an American mathematician specializing in trigonometry. The title of this work might lead the reader to suppose that it is principally mathematical, but the treatment adopted by the anthropological. It is a study of the evolution of the idea of number in primitive conditions and the survivals of early forms in later stages of culture.
Author(s): Levi L. Conant
NA Pages
History of the theory of numbers
The book History of the Theory of Numbers presents the material related to the subjects of divisibility and primality.
Author(s): Leonard Eugene Dickson
520 Pages