The golden age of the Italian school of algebraic geometry began with Antonio Luigi Gaudenzio Giuseppe Cremona and included among its main contributors Enrico Castelnuovo, Federigo Enriques, and Francesco Severi. The Italian school spanned nearly a century, from the unification of Italy in 1861 to Enriques’s posthumously published post- World War II monograph on algebraic surfaces [Enrq 49]. In the 1890s Enriques, a mathematician who once quipped that “intuition is the aristocratic way of discovery, rigour the plebian way” [Hodge 48], and his colleague and future brother-in-law Castelnuovo began their monumental work on the birational theory of algebraic surfaces over the complex numbers C. Severi joined them in this effort ...
Luigi Cremona is considered the founder of the Italian school of algebraic geometry. He formed a gro...
AbstractIn this paper we give an overview of the interactions between Italian and American algebraic...
The present paper offers a survey of the development of mathematics in Italy from its Unification ...
The golden age of the Italian school of algebraic geometry began with Antonio Luigi Gaudenzio Gius...
The authors present excerpts from letters to Beniamino Segre from Francesco Severi and Guido Casteln...
none1noFederigo Enriques (1871-1946) is a key personality of Italian culture of the first half of t...
THE ITALIAN SCHOOL OF ALGEBRAIC GEOMETRY AND ABEL’S LEGACY ALDO BRIGAGLIA, CIRO CILIBERTO, AND CLA...
A student of Corrado Segre, Eugenio Bertini, and Federigo Enriques, Francesco Severi is remembered...
An incredible season for algebraic geometry flourished in Italy between 1860, when Luigi Cremona was...
A period of renewal for Italian mathematics started with the Italian Risorgimento in the middle of t...
Luigi Cremona (1830\u20131903), unanimously considered to be the man who laid the foundations of th...
After an Introduction to the themes of Enriques surfaces and Rationality questions, the Artin-Mumfor...
The classification of algebraic surfaces by the Italian School of algebraic geometry is universally ...
none1noThe organizing Committee of the (quadriennal) XIX Congress of Unione Matematica Italiana has ...
The organizing Committee of the (quadriennal) XIX Congress of Unione Matematica Italiana has delegat...
Luigi Cremona is considered the founder of the Italian school of algebraic geometry. He formed a gro...
AbstractIn this paper we give an overview of the interactions between Italian and American algebraic...
The present paper offers a survey of the development of mathematics in Italy from its Unification ...
The golden age of the Italian school of algebraic geometry began with Antonio Luigi Gaudenzio Gius...
The authors present excerpts from letters to Beniamino Segre from Francesco Severi and Guido Casteln...
none1noFederigo Enriques (1871-1946) is a key personality of Italian culture of the first half of t...
THE ITALIAN SCHOOL OF ALGEBRAIC GEOMETRY AND ABEL’S LEGACY ALDO BRIGAGLIA, CIRO CILIBERTO, AND CLA...
A student of Corrado Segre, Eugenio Bertini, and Federigo Enriques, Francesco Severi is remembered...
An incredible season for algebraic geometry flourished in Italy between 1860, when Luigi Cremona was...
A period of renewal for Italian mathematics started with the Italian Risorgimento in the middle of t...
Luigi Cremona (1830\u20131903), unanimously considered to be the man who laid the foundations of th...
After an Introduction to the themes of Enriques surfaces and Rationality questions, the Artin-Mumfor...
The classification of algebraic surfaces by the Italian School of algebraic geometry is universally ...
none1noThe organizing Committee of the (quadriennal) XIX Congress of Unione Matematica Italiana has ...
The organizing Committee of the (quadriennal) XIX Congress of Unione Matematica Italiana has delegat...
Luigi Cremona is considered the founder of the Italian school of algebraic geometry. He formed a gro...
AbstractIn this paper we give an overview of the interactions between Italian and American algebraic...
The present paper offers a survey of the development of mathematics in Italy from its Unification ...