Fine Printed Books and Manuscripts including Americana
Aristotle (Greek: Ἀριστοτέλης) was an Ancient Greek philosopher and polymath, renowned for his profound impact on Western philosophy and science. Born in Stagira, Chalcidice, Aristotle's intellectual ventures spanned a multitude of subjects, including but not limited to physics, metaphysics, poetry, theater, music, logic, rhetoric, politics, government, ethics, biology, and zoology.
Educated in Plato's Academy in Athens, Aristotle distinguished himself as a scholar of vast knowledge and influence. His foundational works laid the groundwork for the development of modern science, while his teachings on logic and the syllogistic method continue to resonate in the realm of philosophy. As the tutor of Alexander the Great and the founder of the Lyceum in Athens, Aristotle's legacy extends beyond his prolific writings, with his teachings shaping medieval scholarship and influencing both Judeo-Islamic and Christian theologies.
Among Aristotle's notable works, his treatises such as "Nicomachean Ethics," "Politics," "Metaphysics," and "Poetics" have been studied for centuries. His concept of the "Golden Mean," advocating for a balanced and moderate approach to life, remains a cornerstone of ethical philosophy. His ideas on the "Prime Mover" and empirical evidence as a basis for understanding the world laid the foundation for scientific inquiry. Although only about a third of his original output has survived, Aristotle's contributions continue to be a subject of academic study and admiration.
For collectors and experts in art and antiques, the philosophical and scientific principles of Aristotle's works are not just historical artifacts but living ideas that continue to shape our understanding of the world and our place within it. His insights into the "good life" and the pursuit of happiness are as relevant today as they were in ancient Greece.
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Jakob Bernoulli was a Swiss mathematician. One of the founders of probability theory and mathematical analysis. Johann Bernoulli's older brother. Proved a special case of the law of large numbers - Bernoulli's theorem. Professor of Mathematics at the University of Basel (since 1687). Foreign member of the Paris Academy of Sciences (1699) and the Berlin Academy of Sciences (1702).
Jacob Bernoulli contributed greatly to the development of analytical geometry and the birth of the calculus of variations. Bernoulli's lemniscate is named after him. He also investigated the cycloid, the chain line, and especially the logarithmic spiral. The last of these curves Jacob willed to be drawn on his grave; through ignorance, Archimedes' spiral was depicted there.
Jacob Bernoulli is credited with significant achievements in series theory, differential calculus, probability theory, and number theory, where the "Bernoulli numbers" are named after him.
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Otto Brunfels (also Brunsfels, Braunfels) was a German theologian, botanist and physician.
After studying theology and philosophy at the University of Mainz, Brunfels went to a Cartesian monastery near Strasbourg and later became interested in botany there. 1524 he opened a school in Strasbourg. In 1530, Brunfels began studying medicine at the University of Basel and two years later became city physician in Bern, where he remained for the rest of his life.
In addition to theological works, Brunfels published works on education, Arabic, pharmacy, and botany. His Herbarium Vivae Icones (1530 and 1536) and Contrafayt Kreüterbuch (1532-1537) contain woodcuts of German plants with their German common names. The 135 original woodcuts are detailed, accurate, and realistic depictions of living plants by the German artist and engraver Hans Weiditz. Brunfels' work contributed to the shift away from medieval outdated herbalism to the establishment of botany as a modern science. Carl Linnaeus considered Brunfels one of the founders of modern botany.
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René Descartes was a French philosopher, mathematician, and natural scientist who is considered the founder of modern philosophy.
Descartes was a very versatile scientist: besides numerous philosophical reflections, he wrote works on optics, meteorology and geometry. Contemporaries noted his extensive knowledge in many sciences. Descartes owns the famous saying "I think, therefore I exist" (best known in the Latin formulation "Cogito, ergo sum", although it was originally written in French: "Je pense, donc je suis").
He developed a metaphysical dualism that radically distinguished between mind, whose essence is thought, and matter, whose essence is extension in three dimensions. Descartes' metaphysics is rationalistic, based on the postulation of innate ideas of mind, matter, and God, but his physics and physiology, based on sense experience, are mechanistic and empirical.
Unlike his scientific predecessors, who felt a holy awe at the incomprehensibility of the divine essence of the universe, Descartes admired the ability of the human mind to understand the cosmos and to generate happiness itself, and rejected the view that human beings were inherently unhappy and sinful. He believed that it was inappropriate to pray to God to change the state of things and the world; it was much more productive to change oneself.
Euclid (Greek: Εὐκλείδης) was an ancient Greek mathematician active as a geometer and logician. Considered the "father of geometry", he is chiefly known for the Elements treatise, which established the foundations of geometry that largely dominated the field until the early 19th century. His system, now referred to as Euclidean geometry, involved new innovations in combination with a synthesis of theories from earlier Greek mathematicians, including Eudoxus of Cnidus, Hippocrates of Chios, Thales and Theaetetus. With Archimedes and Apollonius of Perga, Euclid is generally considered among the greatest mathematicians of antiquity, and one of the most influential in the history of mathematics.
Euclid (Greek: Εὐκλείδης) was an ancient Greek mathematician active as a geometer and logician. Considered the "father of geometry", he is chiefly known for the Elements treatise, which established the foundations of geometry that largely dominated the field until the early 19th century. His system, now referred to as Euclidean geometry, involved new innovations in combination with a synthesis of theories from earlier Greek mathematicians, including Eudoxus of Cnidus, Hippocrates of Chios, Thales and Theaetetus. With Archimedes and Apollonius of Perga, Euclid is generally considered among the greatest mathematicians of antiquity, and one of the most influential in the history of mathematics.
Andreas Vesalius (Dutch: Andries van Wesel) was a Flemish physician, one of the first anatomists of the Renaissance.
Vesalius came from a family of physicians and apothecaries, studied at the Catholic University of Leuven and at the medical school of the University of Paris, where he learned to dissect animals. He also had the opportunity to dissect human cadavers and devoted much time to the study of human bones. He later went to the University of Padua and, after earning his MD degree, was appointed professor of surgery, whose duties included anatomical demonstrations.
Vesalius revolutionized the study of biology and medical practice through his careful description of the anatomy of the human body. Based on observations made by himself, he wrote and illustrated the first complete textbook of anatomy. In 1543 his major work De humani corporis fabrica libri septem ("Seven Books on the Structure of the Human Body"), commonly known as Fabrica, was printed. In this epochal work, Vesalius gave far more extensive and accurate descriptions of the human body than anything that had been done by his predecessors.
In the same year, 1543, the Holy Roman Emperor Charles V appointed him staff physician of his house, and in 1559 Vesalius became physician to the Madrid court of Charles V's son, Philip II.
Vesalius' work made anatomy a scientific discipline with far-reaching implications not only for physiology but for all of biology.
Athanasius Kircher was a German scholar, inventor, professor of mathematics and oriental studies, and a friar of the Jesuit order.
Kircher knew Greek and Hebrew, did scientific and humanities research in Germany, and was ordained in Mainz in 1628. During the Thirty Years' War he was forced to flee to Rome, where he remained for most of his life, serving as a kind of intellectual and information center for cultural and scientific information drawn not only from European sources but also from an extensive network of Jesuit missionaries. He was particularly interested in ancient Egypt and attempted to decipher hieroglyphics and other riddles. Kircher also compiled A Description of the Chinese Empire (1667), which was long one of the most influential books that shaped the European view of China.
A renowned polymath, Kircher conducted scholarly research in a variety of disciplines, including geography, astronomy, mathematics, languages, medicine, and music. He wrote some 44 books, and more than 2,000 of his manuscripts and letters have survived. He also assembled one of the first natural history collections.
