Iamblichus and the Foundations of Late Platonism


Book Description

Drawing on recent scholarship and delving systematically into Iamblichean texts, these ten papers establish Iamblichus as the great innovator of Neoplatonic philosophy who broadened its appeal for future generations of philosophers.




Plotinus on Number


Book Description

Plotinus on Number studies the fundamental role which number plays in the architecture of the universe in Neoplatonic philosophy. This book draws attention to Platinus' concept as a necesscary and fundamental link between the Platonic and the late Neoplatonic theories of number.







Brill's Companion to the Reception of Pythagoras and Pythagoreanism in the Middle Ages and the Renaissance


Book Description

For the first time, the reader can have a synoptic view of the reception of Pythagoras and Pythagoreanism in the Middle Ages and the Renaissance, East and West, in a multicultural perspective. All the major themes of Pythagoreanism are addressed, from mathematics, number philosophy and metaphysics to ethics and religious thought.







Theurgy and the Soul


Book Description

Iamblichus was once considered one of the great philosophers. The Emperor Julian followed Iamblichus's teachings to guide the restoration of traditional pagan cults in his campaign against Christianity. Although Julian was unsuccessful, Iamblichus's ideas persisted well into the Middle Ages and beyond. His vision of a hierarchical cosmos united by divine ritual became the dominant worldview for the entire medieval world. Even Ralph Waldo Emerson wrote that he expected a reading of Iamblichus to cause a "revival in the churches." But modern scholars have dismissed him, seeing theurgy as ritual magic or "manipulation of the gods." Shaw, however, shows that theurgy was a subtle and intellectually sophisticated attempt to apply Platonic and Pythagorean teachings to the full expression of human existence in the material world.




Neoplatonic Pedagogy and the Alcibiades I


Book Description

Many philosophers in the ancient world shared a unitary vision of philosophy – meaning 'love of wisdom' – not just as a theoretical discipline, but as a way of life. Specifically, for the late Neoplatonic thinkers, philosophy began with self-knowledge, which led to a person's inner conversion or transformation into a lover, a human being erotically striving toward the totality of the real. This metamorphosis amounted to a complete existential conversion. It was initiated by learned guides who cultivated higher and higher levels of virtue in their students, leading, in the end, to their vision of the Good, or the One. In this book, James M. Ambury closely analyses two central texts in this tradition: the commentaries by Proclus (412–485 AD) and Olympiodorus (495–560 AD) on the Platonic Alcibiades I. Ambury's powerful study illuminates the way philosophy was conceived during a crucial period of its history, in the lecture halls of late antiquity.




From Plato to Platonism


Book Description

Was Plato a Platonist? While ancient disciples of Plato would have answered this question in the affirmative, modern scholars have generally denied that Plato’s own philosophy was in substantial agreement with that of the Platonists of succeeding centuries. In From Plato to Platonism, Lloyd P. Gerson argues that the ancients were correct in their assessment. He arrives at this conclusion in an especially ingenious manner, challenging fundamental assumptions about how Plato’s teachings have come to be understood. Through deft readings of the philosophical principles found in Plato's dialogues and in the Platonic tradition beginning with Aristotle, he shows that Platonism, broadly conceived, is the polar opposite of naturalism and that the history of philosophy from Plato until the seventeenth century was the history of various efforts to find the most consistent and complete version of "anti-naturalism."Gerson contends that the philosophical position of Plato—Plato’s own Platonism, so to speak—was produced out of a matrix he calls "Ur-Platonism." According to Gerson, Ur-Platonism is the conjunction of five "antis" that in total arrive at anti-naturalism: anti-nominalism, anti-mechanism, anti-materialism, anti-relativism, and anti-skepticism. Plato’s Platonism is an attempt to construct the most consistent and defensible positive system uniting the five "antis." It is also the system that all later Platonists throughout Antiquity attributed to Plato when countering attacks from critics including Peripatetics, Stoics, and Sceptics. In conclusion, Gerson shows that Late Antique philosophers such as Proclus were right in regarding Plotinus as "the great exegete of the Platonic revelation."




Religio-Philosophical Discourses in the Mediterranean World


Book Description

This first volume of the new Brill series “Ancient Philosophy & Religion” offers analyses of Platonic philosophy and piety, the emergence of a common religio-philosophical discourse in Antiquity, the place of Jesus among ancient philosophers, and responses of pagan philosophers to Christianity from the second century to Late Antiquity.




A New History of Greek Mathematics


Book Description

The ancient Greeks played a fundamental role in the history of mathematics and their ideas were reused and developed in subsequent periods all the way down to the scientific revolution and beyond. In this, the first complete history for a century. Reviel Netz offers a panoramic view of the rise and influence of Greek mathematics and its significance in world history. He explores the Near Eastern antecedents and the social and intellectual developments underlying the subject's beginnings in Greece in the fifth century BCE. He leads the reader through the proofs and arguments of key figures like Archytas, Euclid and Archimedes, and considers the totality of the Greek mathematical achievement which also includes, in addition to pure mathematics, such applied fields as optics, music, mechanics and, above all, astronomy. This is the story not only of a major historical development, but of some of the finest mathematics ever created.