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Varieta’ quasi complesse e connessioni
Rendiconti del Seminario Matematico e Fisico di Milano, 1965Sono segnalati alcuni recenti risultati sulle coppie di connessioni, con particolare riguardo al caso di una connessione e della connessione simmetrica associata.
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Early Music History, 2008
The twelve extant treatises of Johannes Tinctoris offer a wealth of insight into almost every aspect of fifteenth-century music theory. A graduate of the University of Orléans and a doctor of canon and civil law, Tinctoris was an expert in both the language arts of the trivium (grammar, rhetoric, dialectic) and the mathematical arts of the quadrivium ...
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The twelve extant treatises of Johannes Tinctoris offer a wealth of insight into almost every aspect of fifteenth-century music theory. A graduate of the University of Orléans and a doctor of canon and civil law, Tinctoris was an expert in both the language arts of the trivium (grammar, rhetoric, dialectic) and the mathematical arts of the quadrivium ...
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Sulle varieta’ aritmeticamente normali
Rendiconti del Seminario Matematico e Fisico di Milano, 1969La conferenza e dedicata all’esposizione di alcune proprieta delle varieta aritmeticamente normali appartenenti ad uno spazio proiettivo complesso. I problemi trattati sono considerati nell’ambito della Geometria algebrica classica; sono tuttavia indicati alcuni legami con le moderne teorie trascendenti e coomologiche.
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Geometria e meccanica nelle varieta' riemanniane
Rendiconti del Seminario Matematico e Fisico di Milano, 1973Si mette in rilievo la notevole influenza della geometria intrinseca degli spazi nei quali un continuo e «ambientato» sulla meccanica del continuo stesso. Dopo aver constatato brevemente questo legame per la statica dei continui in spazi euclidei a 2 e 3 dimensioni, viene trattato piu diffusamente lo stesso problema nella meccanica dei continui ...
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2005
I report on work done in the last few years on ample vector bundles and special varieties and on some aspects of a work in progress on ample vector bundles and surfaces with a trigonal curve section, offering a connection with the study of homaloidal nets of plane curve made by Cremona.
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I report on work done in the last few years on ample vector bundles and special varieties and on some aspects of a work in progress on ample vector bundles and surfaces with a trigonal curve section, offering a connection with the study of homaloidal nets of plane curve made by Cremona.
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