Introductio In Analysin Infinitoruin; Volume 2
- 442 pages
- 16 hours of reading
Leonhard Euler was a pioneering Swiss mathematician and physicist whose influence on 18th-century mathematics is unparalleled. His work spanned diverse fields, from infinitesimal calculus to graph theory, and he fundamentally shaped modern mathematical terminology and notation, particularly in mathematical analysis. Euler is regarded as one of the greatest and most prolific mathematicians ever, whose insights continue to guide and inspire fellow researchers centuries later, famously described as the 'master of us all'.






Euler's groundbreaking work on calculus is presented in its entirety in this comprehensive book. A must-have for any mathematician, this book is a fascinating look at the development of calculus and its importance in modern mathematics.
First published in 1768, Leonhard Euler's Institutiones Calculi Integralis is a foundational text in the field of calculus. This comprehensive volume offers a rigorous treatment of the techniques and applications of integration, making it an essential resource for students and researchers of mathematics and physics.
This seminal work by the great Swiss mathematician Leonhard Euler is a comprehensive guide to the principles of integral calculus. The author presents a clear and insightful explanation of the key concepts and techniques of the discipline, making it an essential resource for students, researchers, and anyone with an interest in mathematics.
Euler's treatise on lunar motion represents a major advance in the field of celestial mechanics. In this work, he introduces a new method for calculating the position of the moon, which quickly gained acceptance among astronomers of his day.