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Gottfried Wilhelm Leibniz
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Gottfried Wilhelm Leibniz (b. 1646–d. 1716) was a universal genius, making original contributions to law, mathematics, philosophy, politics, languages, and many areas of science, including what we would now call physics, biology, chemistry, and geology. By profession he was a court counselor, librarian, and historian, and thus much of his intellectual activity had to be fit around his professional duties. Leibniz’s fame and reputation among his contemporaries rested largely on his innovations in the field of mathematics, in particular his discovery of the calculus in 1675. Another of his enduring mathematical contributions was his invention of binary arithmetic, though the significance of this was not recognized until the 20th century. These days, a good proportion of scholarly interest in Leibniz is focused on his philosophy. Among his signature philosophical doctrines are the pre-established harmony, the theory of monads, and the claim that ours is the best of all possible worlds, which forms the central plank of his theodicy. For Leibniz, philosophy was not the discovery of deep truths of interest only to other philosophers, but a practical discipline with the means to increase happiness and well-being. Philosophical truths, he believed, revealed the beauty and rational order of the universe, and the justice and wisdom of its creator, and accordingly could inspire contentment and peace of mind. Leibniz’s other intellectual projects were likewise geared toward the improvement of the human condition. He lobbied tirelessly for the establishment of scientific societies, devised measures to improve public health, and was actively engaged in projects to unite the churches and so end the religious strife that marred the Europe of his day. He was also engaged in politics for much of his career, and often took on a diplomatic role, sometimes officially and other times not. In the political sphere, Leibniz did not wield true power but was a man with influence, obtained in no small part by his cultivation of relationships with leaders and sovereigns both inside and outside Germany. The sheer range of Leibniz’s interests, projects, and activities can make him a difficult figure to study, and the vast quantity of his writings only compounds the problem (around fifty thousand of his writings survive). Nevertheless, even a sampling of Leibniz’s work is enough to get a sense of his vision, originality, and intellectual depth, and good secondary literature will only enhance this. The items in this article were chosen with this in mind.
Title: Gottfried Wilhelm Leibniz
Description:
Gottfried Wilhelm Leibniz (b.
1646–d.
1716) was a universal genius, making original contributions to law, mathematics, philosophy, politics, languages, and many areas of science, including what we would now call physics, biology, chemistry, and geology.
By profession he was a court counselor, librarian, and historian, and thus much of his intellectual activity had to be fit around his professional duties.
Leibniz’s fame and reputation among his contemporaries rested largely on his innovations in the field of mathematics, in particular his discovery of the calculus in 1675.
Another of his enduring mathematical contributions was his invention of binary arithmetic, though the significance of this was not recognized until the 20th century.
These days, a good proportion of scholarly interest in Leibniz is focused on his philosophy.
Among his signature philosophical doctrines are the pre-established harmony, the theory of monads, and the claim that ours is the best of all possible worlds, which forms the central plank of his theodicy.
For Leibniz, philosophy was not the discovery of deep truths of interest only to other philosophers, but a practical discipline with the means to increase happiness and well-being.
Philosophical truths, he believed, revealed the beauty and rational order of the universe, and the justice and wisdom of its creator, and accordingly could inspire contentment and peace of mind.
Leibniz’s other intellectual projects were likewise geared toward the improvement of the human condition.
He lobbied tirelessly for the establishment of scientific societies, devised measures to improve public health, and was actively engaged in projects to unite the churches and so end the religious strife that marred the Europe of his day.
He was also engaged in politics for much of his career, and often took on a diplomatic role, sometimes officially and other times not.
In the political sphere, Leibniz did not wield true power but was a man with influence, obtained in no small part by his cultivation of relationships with leaders and sovereigns both inside and outside Germany.
The sheer range of Leibniz’s interests, projects, and activities can make him a difficult figure to study, and the vast quantity of his writings only compounds the problem (around fifty thousand of his writings survive).
Nevertheless, even a sampling of Leibniz’s work is enough to get a sense of his vision, originality, and intellectual depth, and good secondary literature will only enhance this.
The items in this article were chosen with this in mind.
Related Results
EXAMINE THE INDEPENDENT DISCOVERIES OF CALCULUS AND THE SUBSEQUENT RIVALRY BETWEEN ISAAC NEWTON AND GOTTFRIED WILHELM LEIBNIZ
EXAMINE THE INDEPENDENT DISCOVERIES OF CALCULUS AND THE SUBSEQUENT RIVALRY BETWEEN ISAAC NEWTON AND GOTTFRIED WILHELM LEIBNIZ
The independent discovery of calculus by Isaac Newton and Gottfried Wilhelm Leibniz represents a defining milestone in the history of mathematics and science, highlighting the inte...
Hubert Dreyfus ( 1929-2017), Raymond Smullyan (1919-2017) y el Sueño de Leibniz (1646-1716)
Hubert Dreyfus ( 1929-2017), Raymond Smullyan (1919-2017) y el Sueño de Leibniz (1646-1716)
Resumen. Dos filósofos recientemente fallecidos, Hubert L. Dreyfus yRaymond Smullyan, analizan las ideas de G.W. Leibniz sobre sistemasformales y máquinas lógicas. Dreyfus reconoce...
Symmetric Hom–Leibniz algebras
Symmetric Hom–Leibniz algebras
Abstract
This paper focuses on quadratic Hom–Leibniz algebras, defined as (left or right) Hom–Leibniz algebras equipped with symmetric, non-degenerate, and invariant bilinear fo...
On Schur-type theorem for Leibniz 3-algebras
On Schur-type theorem for Leibniz 3-algebras
One of the classic results of group theory is the so-called Schur theorem. It states that if the central factor-group G/ζ(G) of a group G is finite, then its derived subgroup [G,G]...
How Leibniz Read Pascal’s Geometry
How Leibniz Read Pascal’s Geometry
Abstract
Between 1675 and 1676, while in Paris, Gottfried Wilhelm Leibniz (1646–1716) got privileged access to some geometric manuscripts from late Blaise Pascal’s hand. Althou...
REZENSION ZU HANS HEINZ HOLZ: LEIBNIZ IN DER REZEPTION DER KLASSISCHEN DEUTSCHEN PHILOSOPHIE, HRSG. VON JÖRG ZIMMER, DARMSTADT: WISSENSCHAFTLICHE BUCHGESELLSCHAFT, 2015.
REZENSION ZU HANS HEINZ HOLZ: LEIBNIZ IN DER REZEPTION DER KLASSISCHEN DEUTSCHEN PHILOSOPHIE, HRSG. VON JÖRG ZIMMER, DARMSTADT: WISSENSCHAFTLICHE BUCHGESELLSCHAFT, 2015.
Hans Heinz Holz hat maßgeblich zur Leibniz-Forschung beigetragen. Nach seinem Tod im Jahre 2012 hat Jörg Zimmer einige seiner kürzeren, verstreut publizierten Arbeiten zu Leibniz i...
GenColors: Annotation and comparative genomics made easy
GenColors: Annotation and comparative genomics made easy
AbstractGenColors is a web-based software/database system initially aimed at an improved and accelerated annotation of prokaryotic genomes making extensive use of genome comparison...
Leibniz’s Doctrine of Toleration
Leibniz’s Doctrine of Toleration
Gottfried Wilhelm Leibniz is not usually regarded as a thinker who had a substantive theory of toleration. This chapter pieces together the scattered evidence to suggest otherwise....

