• Philosopher Christian Wolff, 1679
• Mathematician Ignaz Heinrich Mühlwenzel, 1690

He was the most eminent German philosopher between Leibniz and Kant. His main achievement was a complete oeuvre on almost every scholarly subject of his time, displayed and unfolded according to his demonstrative - deductive, mathematical method, which perhaps represents the peak of Enlightenment rationality in Germany.

Wolff was also the creator of German as the language of scholarly instruction and research, although he also wrote in Latin, so that an international audience could, and did, read him. A founding father of, among other fields, economics and public administration as academic disciplines, he concentrated especially in these fields, giving advice on practical matters to people in government, and stressing the professional nature of university education.

Wolff was born in the city of Breslau, Silesia, now Wrocław, Poland, into a modest family. He studied mathematics and physics at the University of Jena, soon adding philosophy. In 1703, he qualified as Privatdozent at the University of Leipzig, where he lectured until 1706, when he was called as professor of mathematics and natural philosophy to the University of Halle. By this time he had made the acquaintance of Leibniz, of whose philosophy his own system is a modified version. At Halle, Wolff at first restricted himself to mathematics, but on the departure of a colleague, he added physics, and soon included all the main philosophical disciplines.

However, the claims Wolff advanced on behalf of philosophical reason appeared impious to his theological colleagues. Halle was the headquarters of Pietism, which, after a long struggle against Lutheran dogmatism, had itself assumed the characteristics of a new orthodoxy. Wolff's professed ideal was to base theological truths on mathematically certain evidence. Strife with the Pietists broke out openly in 1721, when Wolff, on the occasion of stepping down as pro-rector, delivered an oration "On the Practical Philosophy of the Chinese" (Eng. tr. 1750), in which he praised the purity of the moral precepts of Confucius, pointing to them as an evidence of the power of human reason to reach moral truth by its own efforts.

On 12 July 1723 Wolff held a lecture for students and the magistrates at the end of his term as a rector. Wolff compared, based on books by the Belgian missionaries François Noël (1651 - 1729) and Philippe Couplet, Moses, Christ and Mohammed with Confucius. According to Voltaire professor August Hermann Francke had been teaching in an empty classroom but Wolff attracted with his lectures around 1,000 students from all over. In the following up Wolff was accused by Francke of fatalism and atheism.

As a consequence, Wolff was ousted in 1723 from his first chair at Halle in one of the most celebrated academic dramas of the 18th century. His successors were Joachim Lange, a pietist, and his son. His enemies had gained the ear of the king Frederick William I and told him that, if Wolff's determinism were recognized, no soldier who deserted could be punished, since he would only have acted as it was necessarily predetermined that he should. This so enraged the king that he immediately deprived Wolff of his office, and commanded him to leave Prussian territory within 48 hours or be hanged. The same day Wolff passed into Saxony, and presently proceeded to Marburg in Hesse - Kassel (or Hesse - Cassel), to whose university he had received a call even before this crisis, which was now renewed. The Landgrave of Hesse received him with every mark of distinction, and the circumstances of his expulsion drew universal attention to his philosophy. It was everywhere discussed, and over two hundred books and pamphlets appeared for or against it before 1737, not reckoning the systematic treatises of Wolff and his followers.

According to Jonathan I. Israel "the conflict became one of the most significant cultural confrontations of the eighteenth century and perhaps the most important of the Enlightenment in Central Europe and the Baltic countries before the French Revolution." What happened in Halle should not be seen as an isolated case, but as trendy and fashionable. Around 1720 Chinese porcelain was loaded in enormous quantities to Europe. In the Albrechtsburg the Meissen porcelain manufactory had been started up to copy it and Chinoiserie was popular among artists and buyers. In 1726 Wolff published his Discours, in which he again mentioned the importance of listening to music put on pregnant Chinese women, and had reworded some on Moses.

At the University of Marburg, as one of the most popular and fashionable university teachers in Europe, he increased matriculation figures within five years by about 50%. In 1740 Frederick William died, and one of the first acts of his son and successor, Frederick the Great, an admirer of Wolff, was to recall him to Halle. His entry into the town on 6 December 1740 took on the character of a triumphal procession. In 1743, he became chancellor of the university, and in 1745, he received the title of Freiherr (Baron) from the Elector of Bavaria. But his matter was no longer fashionable, he had outlived his power of attracting students, and his classrooms remained, while not empty, then certainly emptier than they had been during his heyday in Marburg.

When Wolff died on 9 April 1754, he was a very wealthy man, almost entirely due to his income from lecture fees, salaries, and royalties. He was also a member of many academies and probably the first scholar to have been created hereditary Baron of the Holy Roman Empire on the basis of his academic work. His school, the Wolffians, was the first school, in the philosophical sense, associated with a German philosopher. It dominated Germany until the rise of Kantianism.

The mountain Mons Wolff on the Moon got its name in his honor.

Christian Wolff was a philosopher who redefined philosophy as the science of the possible, and who applied it in a comprehensive survey of human knowledge to the disciplines of his time. Wolffian philosophy has a marked insistence everywhere on a clear and methodic exposition, holding confidence in the power of reason to reduce all subjects to this form. He was distinguished for writing copies in both Latin and German. Wolff held virtually undisputed sway in Germany until the Kantian revolution.

It was until a reevaluation of philosophy set in the 1960s that Wolff's philosophy has often been held to be a common sense adaptation or watering down of the Leibnizian system; or, more charitably, Wolff was said to have methodized and "reduced" to dogmatic form the thoughts of his great predecessor. The Wolffian system retains the determinism and optimism of Leibniz, but the monadology recedes into the background, the monads falling asunder into souls or conscious beings on the one hand and mere atoms on the other. The doctrine of the pre-established harmony also loses its metaphysical significance (while remaining an important heuristic device), and the principle of sufficient reason is once more discarded in favor of the principle of contradiction which Wolff seeks to make the fundamental principle of philosophy.

Wolff had philosophy divided into a theoretical and a practical part. Logic, sometimes called philosophia rationalis, forms the introduction or propaedeutics to both. Theoretical philosophy had for its parts ontology or philosophia prima, cosmology, rational psychology and natural theology; ontology treats of the existent in general, psychology of the soul as a simple non-extended substance, cosmology of the world as a whole, and rational theology of the existence and attributes of God. These are best known to philosophical students by Kant's treatment of them in the Critique of Pure Reason. Practical philosophy is subdivided into ethics, economics and politics. Wolff's moral principle is the realization of human perfection — seen realistically as the kind of perfection the human person actually can achieve in the world in which we live. It is perhaps the combination of Enlightenment optimism and worldly realism that made Wolff so successful and popular as a teacher of future statesmen and business leaders.

Ignatz Heinrich Mühlwenzel (referred to in Biographisches Lexikon des Kaiserthums Oesterreich as Heinrich Mühlwenzel) was a member of the Jesuit order and a professor of mathematics at the University of Prague. He was of minority German ethnicity in western Czech border. He was a skilled optician who ground lenses for his own telescopes. Mühlwenzel is notable because his mathematical "descendants," which include Johann Radon, number more than 10,000.

In 1736 he published Fundamenta mathematica ex arithmetica, geometria et trigonometria.