Between the 19th and 20th centuries many common traits were shared by national mathematical communities far apart geographically (from the Czech lands to Japan), culturally (from north to south Europe) or as to the dynamism of original research (from Germany to the United States). Societies and journals in the national language were launched, thanks to the widening of the social platform of mathematics and the emergence of a national leadership; the deployment of the state school systems increased mathematical information; and mathematics played a role and received encouragement from the processes of social and economical modernization and development of state institutions. Intellectual competition among nations, much in the spirit of the 1...
Italy acquired the status of a modern country in 1861. One of the problems to be faced was that of t...
At the beginning of the 20th century, the industrial development of many European countries led to a...
Whilst the world is indebted to the Greeks for their development of geometry and to Islamic mathema...
Between the 19th and 20th centuries many common traits were shared by national mathematical communit...
Up until the French Revolution, European mathematics was an “aristocratic” activity, the intellectua...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
The history of mathematics in Rome between the two world wars is characterized by a complete reversa...
This paper discusses the generally shared conviction of mathematics being a universal science, with ...
Although today's mathematical research community takes its international character very much for gra...
The correspondence between the mathematician Luigi Cremona (1830-1903) and Quintino Sella (1827-1884...
This open access book is about the shaping of international relations in mathematics over the last t...
The past few decades have seen several studies carried out by historians of mathematics on mathemati...
Italy acquired the status of a modern country in 1861. One of the problems to be faced was that of t...
At the beginning of the 20th century, the industrial development of many European countries led to a...
Whilst the world is indebted to the Greeks for their development of geometry and to Islamic mathema...
Between the 19th and 20th centuries many common traits were shared by national mathematical communit...
Up until the French Revolution, European mathematics was an “aristocratic” activity, the intellectua...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
In the correspondence, mathematical issues mingle with wider-ranging political and cultural issues (...
The history of mathematics in Rome between the two world wars is characterized by a complete reversa...
This paper discusses the generally shared conviction of mathematics being a universal science, with ...
Although today's mathematical research community takes its international character very much for gra...
The correspondence between the mathematician Luigi Cremona (1830-1903) and Quintino Sella (1827-1884...
This open access book is about the shaping of international relations in mathematics over the last t...
The past few decades have seen several studies carried out by historians of mathematics on mathemati...
Italy acquired the status of a modern country in 1861. One of the problems to be faced was that of t...
At the beginning of the 20th century, the industrial development of many European countries led to a...
Whilst the world is indebted to the Greeks for their development of geometry and to Islamic mathema...