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This region was a kingdom of Czechoslovakia until the 15th century, when it passed to Hungary and then to the Hapsburgs. It became the core of the new state of Czechoslovakia in 1918. Today the name can refer to certain artistic intellectuals. Which regio

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mathematics

The historical region at the heart of the modern Czech Republic has a long and complex history. As an independent kingdom, it was a major power in Central Europe for centuries. Its crown eventually passed through marriage and inheritance to the Hungarian monarchy and then to the powerful Austrian Hapsburg dynasty, who ruled it for nearly 400 years. Following the collapse of the Austro-Hungarian Empire after World War I, this region, along with Moravia and Slovakia, formed the new nation of Czechoslovakia in 1918.

Beyond its geography, the region's name also gave us a word for a particular lifestyle. In 19th-century France, the term "bohémien" was mistakenly used to describe Romani people, who were believed to have migrated from there. Because their lifestyle was seen as unconventional and outside mainstream society, the name was soon applied to the poor, nonconformist artists, writers, and intellectuals of Paris. This association was cemented by works like the opera *La Bohème*, and today, a "bohemian" is someone who lives an artistic and unconventional life.

While known for its arts, the region also has a rich intellectual history that extends into the world of numbers and logic. Bernard Bolzano, a key figure in the foundations of mathematical analysis, was a Bohemian mathematician and philosopher. His rigorous work in the early 19th century on concepts like continuity and infinity laid crucial groundwork for later mathematicians, connecting this historic land not just to art and politics, but also to the abstract world of mathematics.