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Seminario Matematico e Fisico di Milano
Piazza Leonardo da Vinci, 32 - 20133 Milano
Direttore: Paolo Stellari
      
Vice Direttore: Gabriele Grillo
      
Segretario: Daniele Cassani

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Isaac Namioka, University of Washington
Analysis of the flow associated with the function $n\mapsto\lambda^{n^k}$
Mercoledì 17 Giugno 2009, ore 17:00
Dipartimento di Matematica, Politecnico di Milano, Aula Seminari III piano
Abstract
 
Gregory Margulis, Yale University
Homogeneous Dynamics And Number Theory
Lunedì 08 Giugno 2009, ore 16:30
Dipartimento di Matematica, Università di Milano, V. Saldini 50, Aula Chisini
 
Gordana Todorov, Northeastern University (Boston, Stati Uniti)
Cluster categories and their relation to cluster algebras and semi-invariants
Mercoledì 26 Settembre 2007, ore 17:00
Dipartimento di Matematica - Università degli Studi - Via Saldini 50 - Milano - Sala di Rappresentanza
Abstract
 
Marc Levine, Northeastern University (Boston, Stati Uniti)
Motivic homotopy theory
Lunedì 18 Giugno 2007, ore 17:00
Dipartimento di Matematica - Università degli Studi - Via Saldini 50 - Milano - Sala di Rappresentanza
 
Sverre O. Smalø, Norwegian University of Science and Technology (Trondheim, Norvegia)
Degenerations and other orderings on the space of d-dimensional representations of associative algebras
Lunedì 04 Giugno 2007, ore 17:00
Dipartimento di Matematica - Università degli Studi - Via Saldini 50 - Milano - Sala di Rappresentanza
Abstract
 
Timothy J. Sluckin, University of Southampton (Gran Bretagna)
The mathematical legacy of Vito Volterra
Martedì 22 Maggio 2007, ore 17:00
Dipartimento di Matematica - Politecnico di Milano - Via Bonardi 9 - Milano - Aula Seminari VI piano
Abstract
Vito Volterra's mathematical work stretches over the period 1881 to 1940. His first paper was written while still an undergraduate student and not yet twenty years of age, while his last was published only months before his death in 1940 at the age of eighty. His work stretches over a long period, during which great mathematical strides were made, and mathematical styles changed considerably. Likewise, he danced from one subject to another, covering wide swathes of continuum mechanics, astronomy, differential equations and mathematical biology. Unlike many mathematical colleagues, he did not settle into a happy but intellectually unproductive old age. He wrote several masterly textbooks, some parts of which give summaries of the field which cannot be bettered even today. Finally, he was no mean historian of science, as can be seen from some of the semi-popular essays he wrote. Meanwhile he had an active life as a politician and public figure. In this talk I shall give a brief outline of Volterra's life, career and mathematics, concentrating particularly on areas in which his work, sometimes accidentally, had lasting influence.