This exhaustive bibliography lists all known works on quaternions and other mathematical systems related to this innovative branch of algebra. Alexander Macfarlane's meticulous research and clear organization make this an essential reference volume for mathematicians and historians of science.
Alexander Macfarlane's seminal work on space analysis, originally published in 1891, remains an important reference for mathematicians and physicists to this day. With clear explanations, rigorous proofs, and numerous examples, this book establishes the foundations of modern differential geometry and its applications in physics and engineering. Papers on Space Analysis is an indispensable resource for researchers and students alike.
This classic textbook provides a comprehensive introduction to higher mathematics. The authors cover a range of topics including algebra, geometry, trigonometry, calculus, and differential equations. The text is concise and easy to understand, making it an ideal resource for students of both classical and engineering mathematics. Written by Alexander Macfarlane, James McMahon, and Mansfield Merriman, this book is an essential reference for any serious student of mathematics.
This classic mathematical treatise provides an in-depth analysis of the definition and properties of trigonometric functions. The author covers topics ranging from the use of complex numbers to the derivation of hyperbolic functions, and includes numerous examples and proofs. Essential reading for mathematicians and students of calculus and analysis.
This reprint preserves the original text of a work first published in 1840, offering readers a chance to explore the historical context and themes of the era. The book captures the essence of its time, providing insights into the cultural and societal norms of the 19th century. It serves as a valuable resource for those interested in literature from this period, allowing contemporary audiences to engage with the ideas and narratives that shaped its publication.