This seminal work is a comprehensive exploration of classical physics, laying the groundwork for much of modern science. The author presents his three laws of motion and law of universal gravitation, effectively bridging the gap between the abstract world of mathematics and real-world phenomena. The book also delves into the principles of calculus, a mathematical discipline the author significantly developed. This work has had a profound influence on the scientific understanding of the physical universe.

"A Mathematician's Apology" is a deeply personal reflection on the beauty and importance of pure mathematics. The author, a renowned mathematician, defends the pursuit of mathematics for its own sake, arguing it's a creative art form akin to poetry or painting. The book provides insight into the mind of a working mathematician and the aesthetic appeal of mathematics, while also discussing its practical utility and the author's own work on number theory and the theory of prime numbers.

The Principia Mathematica is a three-volume work on the foundations of mathematics, written with the goal of deriving all mathematical truths from a well-defined set of axioms and inference rules in symbolic logic. The authors aim to show that mathematics is a development of logic and avoid any hidden assumptions. The work covers topics like class theory, relation theory, and quantity theory, and it is known for its rigorous and meticulous approach.

"Science and the Modern World" is a philosophical exploration of the impact of scientific advancement on contemporary society. The author examines the development of science and its historical influence, asserting that modern science has transformed our understanding of the world and ourselves. He explores the philosophical implications of scientific discoveries, discussing topics such as the nature of matter, time, space, and the relationship between mind and body. He also critiques materialistic and mechanistic views of the universe, advocating for a holistic and organic worldview.