The Monadology (French: La Monadologie, 1714) is one of Gottfried Leibniz's best known works representing his later philosophy. It is a short text which sketches in some 90 paragraphs a metaphysics of simple substances, or monads. In it, he offers a new solution to mind and matter interaction by means of a pre-established harmony expressed as the 'Best of all possible worlds' form of optimism.

The impact of the work of German mathematician GOTTFRIED WILHELM LEIBNIZ (1646-1716) on modern science and technology is all but incalculable. His notation for infinitesimal calculus-which he developed independently of Newton-remains in use today, and his invention of binary counting is the basis for modern computing. He was a powerfully influential philosopher as well, and is still considered, alongside Descartes and Spinoza, one of the great 17th-century rationalists. Because much of Leibniz's thinking in the realm of the sciences flowed from his philosophy, understanding how he approached the natural world and humanity's place in it is vital to understanding his contributions to modern science. This edition collects two of Leibniz's foundational works, "Discourse on Metaphysics" and "The Monadology," which expound on concepts of philosophical "optimism"-that we live in the best of all possible worlds-and consequently features Leibniz's thoughts on the nature of physical matter. This classic work will intrigue all students of science and philosophy.

Lloyd Strickland presents a new translation of the 'Monadology', alongside key parts of the 'Theodicy', and an in-depth, section-by-section commentary that explains in detail not just what Leibniz is saying in the text but also why he says it.

This GuideBook introduces and assesses Leibniz's most famous work, the Monadology. It also includes the text of the Monadology, specially translated for this GuideBook by Anthony Savile.

This book reconstructs, from both historical and theoretical points of view, Leibniz’s geometrical studies, focusing in particular on the research Leibniz carried out in his final years. The work’s main purpose is to offer a better understanding of the philosophy of space and in general of the mature Leibnizean metaphysics. This is the first ever, comprehensive historical reconstruction of Leibniz’s geometry.