Francesca Mantese

foto,  December 16, 2015
Position
Assistant Professor
Disciplinary sector
MAT/02 - ALGEBRA
Office
Ca' Vignal 2,  Floor 2,  Room 11
Telephone
+39 045 802 7978
Fax
+39 045 802 7068
E-mail
francesca|mantese*univr|it <== Replace | with . and * with @ to have the right email address.
Curriculum
  • octet-stream   curriculum   (octet-stream, it, 56 KB, 2/25/09)

Office Hours

Ricevimento su appuntamento

Insegnamenti

Risultano 25 insegnamenti attivi nel periodo selezionato.
Clicca sull'insegnamento per vedere orari e dettagli del corso

Teachings in the last two academic years
Department/Faculty Name Total credits Online Teacher credits Modules offered by this teacher
Department Computer Science  Computational algebra (2015/2016)   6  eLearning
Department Computer Science  Algebra (2014/2015)   6   
Department Informatica  Linear Algebra and Elements of Geometry (2014/2015)   12    ELEMENTI DI GEOMETRIA (Teoria)
Department Computer Science  Representation theory (2014/2015)   6   
Department Informatica  Algebra (2013/2014)   6    (esercitazioni 2)
Department Computer Science  Computational algebra (2013/2014)   6    (Teoria)
(Esercitazioni)
Department Computer Science  Linear Algebra and Elements of Geometry (2013/2014)   12    ELEMENTI DI GEOMETRIA (Teoria 1)
Department Computer Science  Algebra (2012/2013)   6    (Esercitazioni)
Department Computer Science  Linear Algebra and Elements of Geometry (2012/2013)   12    ALGEBRA LINEARE (Esercitazioni)
ELEMENTI DI GEOMETRIA (Esercitazioni)
Department Computer Science  Representation theory (2012/2013)   6    (Teoria)
Department Computer Science  Computational algebra (lm) (2011/2012)   6   
Department Computer Science  Representation theory (2010/2011)   6   
Department Computer Science  Computational algebra (lm) (2009/2010)   6   
Department Computer Science  Basic Mathematics (2008/2009)   4   
Department Computer Science  Computational algebra (2008/2009)   4    modulo avanzato
Department Computer Science  Linear Algebra and Elements of Geometry (2008/2009)   9    modulo di base
Department Computer Science  Basic Mathematics (2007/2008)   4   
Department Computer Science  Computational algebra (2007/2008)   4    modulo avanzato
Department Computer Science  Linear Algebra and Elements of Geometry (2007/2008)   9    modulo di base
Department Computer Science  Basic Mathematics (2006/2007)   4   
Department Computer Science  Linear Algebra and Elements of Geometry (2006/2007)   9    Modulo base
Department Computer Science  Basic Mathematics (2005/2006)   4   
Department Computer Science  Basic Mathematics [Sezione B] (2004/2005)   4     

Gli insegnamenti degli anni accademici precedenti sono consultabili dal catalogo dell'offerta formativa, specificando Anno Accademico e Docente.


 

Research groups

Algebra
The group works in representation theory of algebras and module theory.
Skills
Topic Description Research area
Abelian categories Torsion pairs and cotorsion pairs in abelian categories. Approximations in abelian categories. Heart of t-structures associated to torsion pairs. Matematica discreta e computazionale
Category theory; homological algebra - -
General theory of categories and functors Adjoint functors. Equivalence and dualities between module categories. Triangulated and derived functors. Equivalence and dualities between triangulated and derived categories. Matematica discreta e computazionale
Category theory; homological algebra - -
Homological algebra Tilting theory. Homological Conjectures. Localization in abelian and triangulated categories. Matematica discreta e computazionale
Category theory; homological algebra - -
Modules, bimodules and ideals Indecomposable decompositions. Approximations. Purity. Endoproperties of modules. Matematica discreta e computazionale
Associative rings and algebras - -
Rings and algebras arising under various constructions Localization of rings. Ring epimorphisms. Endomorphism rings of tilting and cotilting modules. Matematica discreta e computazionale
Associative rings and algebras - -
Projects
Title Starting date
Strutture algebriche e loro applicazioni: categorie abeliane e derivate, entropia algebrica e rappresentazioni di algebre 10/1/12
Teoria tilting, localizazzione e purità in categorie di moduli e categorie derivate (PRIN 2009) 7/15/11
Differential graded categories 3/1/11
Teoria tilting e cotilting e generalizzazioni; applicazioni alle categorie derivate, alle categorie cluster, alla localizzazione, alle congetture omologiche e ad altri problemi aperti (PRIN 2007) 9/22/08
Algebras and cluster categories 3/1/08
Teoria tilting e cotilting per algebre di artin, anelli astratti e topologici. Confronto fra moduli di lunghezza finita e infinita. (PRIN 2005) 1/30/06
Decomposition and tilting theory in module, derived and cluster categories 3/1/05