Numberphile Podcast
by Brady Haran · Numberphile
Interview podcast from Brady Haran, maker of the Numberphile YouTube channel, featuring long conversations with mathematicians about their careers, research problems and favourite ideas. Listeners hear how working mathematicians think, what drew them to the subject and how mathematical discoveries happen.
More resources on History of Mathematics
Euclid's Elements (Web Edition)
Complete online text of all 13 books of Euclid's Elements with diagrams and a commentary on each proposition covering its logic, its uses and its history. A primary source for Greek axiomatic geometry.
A History of Mathematics: An Introduction (3rd ed.)
Most complete single-volume survey with the widest global coverage. Survey textbook covering Egyptian and Mesopotamian mathematics through the twentieth century, including Chinese, Indian and Islamic contributions, with excerpts from primary sources and historical textbooks, plus exercises. Covers developments up to the four-color theorem and Fermat's Last Theorem.
Mathematics and Its History (3rd ed.)
Best choice for learners who want the mathematics itself, not only the narrative. Springer Undergraduate Texts volume that follows mathematical ideas from Pythagoras through calculus, complex numbers, group theory, topology and simple groups, with the mathematics worked out and exercises in each chapter. Assumes some undergraduate mathematics.
MacTutor History of Mathematics Archive
University of St Andrews archive with biographies of more than 3,200 mathematicians and over 2,000 essays on history topics, from Babylonian numerals to modern fields, with source references for each entry. Updated regularly.
Mathematics for the Nonmathematician
Dover edition of Kline's textbook for liberal-arts students, presenting mathematics through its history and uses in art, astronomy, physics, and music. Readers see how number, algebra, geometry, trigonometry, and calculus developed and why they matter culturally, with little computational drill.
Journey through Genius
Twelve landmark theorems, from the lunes of Hippocrates to Cantor's transfinite numbers, presented with their original proofs and historical setting. Readers follow complete arguments and see how mathematical questions arose from the concerns of their period.