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Gottfried Leibniz
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The Cambridge Companion to Leibniz Gottfried Leibniz was a remarkable thinker who made fundamental contributions not only to philosophy, but ... to the development of modern mathematics and science. At the centre of Leibniz’s philosophy stands his metaphysics, an ambitious attempt to discover the nature of reality through the use of unaided reason. This volume provides a systematic and comprehensive account of the full range of Leibniz’s thought, exploring the metaphysics in detail and showing its subtle and complex relationship to his views on logic, language, physics, and theology. Other chapters examine the intellectual context of his thought and its reception in the eighteenth century. New readers and nonspecialists will find this the most accessible and comprehensive guide to Leibniz currently available. Advanced students and specialists will find a conspectus of recent developments in the interpretation of Leibniz.
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Gottfried Leibniz was a German mathematician who developed the present day notation for the differential and integral calculus though he never thought of the derivative as a limit. His philosophy is ... important and he invented an early calculating machine.
Son of a professor of philosophy at Leipzig University, Gottfried Leibniz started reading metaphysics at an early age. He studied mathematics at Jena and then law at Altdorf. Rejecting a professorship, he entered the service of the Archbishop of Mainz. Religion and the reunion of the Christian churches split by differences of dogma became a lifelong obsession. From 1673 on, he became courtier to succession of Electors of Hanover and librarian to the court library. A diplomatic mission to Paris in 1676 introduced him to many of the leading thinkers of the day and gave him the oportunity to visit Spinoza on the return journey.
Gottfried Leibniz was both an outstanding philosopher and a great mathematician. He was born in Leipzig, Germany, and entered university at the age of fifteen. He became absorbed by the works of the great scientists and thinkers such as Descartes, Newton, Pascal and Boyle, and in 1667 obtained a position at the court of the Elector of Mainz. Here he drafted schemes for the unification of the churches and devised plans to preserve the peace of Europe (a cause he was devoted to throughout his life). It was during a diplomatic trip to Paris that Leibniz began to concentrate on maths and in 1672 he designed an advanced calculating machine that could multiply, extract roots and divide. In 1673 he moved to London where he became involved in a bitter dispute with Isaac Newton, each claiming to be the inventor of calculus.
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Gottfried Leibniz was born in 1646, the son of Friedrich Leibniz, a professor of moral philosophy at Leipzig. His father died when Leibniz was only six years old, and he was brought up by his mother (who was his father's third wife). His early years were informed by the moral and religious values of his mother that would play a significant role in his life and philosophy. He entered the Nicolai School in Leipzig at the age of seven, where he was taught Latin, though he advanced his own studies in the field, including some Greek, and becoming proficient by the age of 12. His penchant for teaching himself from his father's library led to studies in theology and metaphysics, embellishing his formal schooling in the logical systems of Aristotle that he was interested in improving. Due to his own scholastic drive, he entered the University of Leipzig at the age of fourteen in 1661.
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Gottfried Leibniz was born on 1 July 1646 in Leipzig to Friedrich Leibniz and Catherina Schmuck. In later life, he often signed as "von Leibniz", and many posthumous editions of his works gave his name on the title page as "Freiherr [Baron] G. W. von Leibniz." But no document has been found confirming that he was ever granted a patent of nobility.[3]
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