| Dipartimento di Ingegneria Universita' del Sannio C.so Garibaldi 107 82100 Benevento ITALY phone: ++39 fax: ++39 0824 30 email: ceccherini[at]unisannio[dot]it Great Minds Like to Think |
DIDATTICA:
MATEMATICA AA 2012-2013 LEZIONE: MARTEDI' , ore 14-16 (Aula 2) MERCOLEDI', ore 9-11 (Aula G12) TUTORATO: MARTEDI', ore 16-17 (Aula 2) TUTORATO (con la dr.ssa Ferraioli): Giovedi' 16 maggio 14-16 (Aula A1) venerdi' 17 maggio 14-17 (Aula A5) giovedi' 23 maggio 14-16 (Aula G11) venerdi' 24 maggio 14-17 (Aula A5) RICEVIMENTO STUDENTI (per cose brevi): MARTEDI', ore 11-11:30 (nel mio ufficio: STANZA 7, Primo piano, Palazzo BOSCO) PROGRAMMA DEL CORSO LIBRI DI PREREQUISITI ESSENZIALI (per chi dovesse averne bisogno): C. Giorgii e A. Morro, Introduzione alla matematica. Maggioli Editore. G. Malafarina, Matematica per i precorsi. McGraw-Hill. LIBRI DI TESTO: P. Marcellini e C. Sbordone, Elementi di Analisi Matematica uno. Liguori Editore. N.Fusco, P.Marcellini e C.Sbordone, Elementi di Analisi Matematica due. Liguori . LIBRI DI ESERCIZI (consigliati): P. Marcellini e C. Sbordone, Esercitazioni di Matematica 1&2. Liguori Editore. L. Recine e M. Romeo, Esercizi di analisi matematica I. Maggioli Editore. S. Salsa e A.Squellati, Esercizi di matematica I. Zanichelli S. Salsa e A.Squellati, Esercizi di analisi matematica 2. Masson M. Amar e A.M.Bersani, Esercizi di analisi matematica. Progetto Leonardo (BO) CALENDARIO DELLE LEZIONI ESERCIZI Esercizi d'esame APPELLI D' ESAME (passati/futuri): Mercoledi' 29 maggio: PREAPPELLO& II ESONERO, ore 9:00 (G12) Risultati Venerdi' 21 giugno: primo appello, ore 14 (A2) Venerdi' 12 luglio: secondo appello, ore 14 (A2) (gli studenti potranno consegnare solo 2 elaborati dei tre appelli di maggio/giugno) Tutte le verbalizzazioni e gli orali si svolgeranno il MARTEDI' 16 LUGLIO in AULA (da definire) Settembre (data da determinarsi) Corsi Precedenti ==================================================== |
Books:
BUY WITH AMAZON [1] L.Bartholdi, T.Ceccherini-Silberstein, T.Nagnibeda-Smirnova and A. Zuk (Eds): Infinite Groups Geometric, Combinatorial and Dynamical Aspects. Progress in Mathematics 248, Birkhauser, 2005. [2] T.Ceccherini-Silberstein, F.Scarabotti and F. Tolli: Harmonic Analysis of Finite Groups: Representation Theory,Gelfand pairs and Markov Chains. Cambridge Studies in Advanced Mathematics 108, Cambridge University Press, 2008. [3] T.Ceccherini-Silberstein, F.Scarabotti and F. Tolli: Representation Theory of the Symmetric Groups: the Okounkov-Vershik Approach, Character Formulas, and Partition Algebras. Cambridge Studies in Advanced Mathematics 121, Cambridge University Press, 2010. [4] T.Ceccherini-Silberstein and M. Coornaert: Cellular automata and groups Springer Monographs in Mathematics, Springer Verlag, 2010. [5] T.Ceccherini-Silberstein, F.Scarabotti and F. Tolli: Representation Theory and Harmonic Analysis of wreath products of finite groups. London Mathematical Society Lecture Note Series Cambridge University Press (to appear). CV Publications GGD Groups, Geometry, and Dynamics Conferences organized: International
Conference on \GROUP THEORY: Geometric Group
Theory, Random Walks Roma, Italy, September 9-10, 2010 locandina |
About myself
I was born in Rome
on November 11, 1966.
I was an undergraduate student in Mathematics at the Dipartimento di Matematica "G. Castelnuovo" of the University of Rome "La Sapienza" (1985-1990) where I obtained my degree "Laurea in Matematica" with a thesis "Azione di gruppi mediante automorfismi dell'algebra di Cuntz di ordine infinito" under the supervision of Professor Sergio Doplicher.
I was a graduate student at the Mathematics Department of UCLA (1990-1994) where I obtained an MS degree (1993) and a PhD in Mathematics (1994) with a dissertation "Approximately inner and centrally free commuting squares of type II_1 factors and their classification" under the supervision of Professor Sorin Popa.
I was a Postdoctoral fellow at the Section de Mathematiques de l'Universite' de Geneve during the period 1994-1996 and at the Departement de Mathematiques de l'Universite' de Neuchatel during the academic year 1997-98.
For 3 years (1995-98) I was Assistant Professor ("Ricercatore universitario") at the Mathematics Department of the University of L'Aquila.
Since 1998 I am Associate Professor of Mathematical Analysis at the Dipartimento di Ingegneria of the University of Sannio.
My Erdös number is 3, thanks to Wolfgang Woess and/or Gabor Elek.
You can look at my mathematical genealogy.
Back to table of contents.
I was an undergraduate student in Mathematics at the Dipartimento di Matematica "G. Castelnuovo" of the University of Rome "La Sapienza" (1985-1990) where I obtained my degree "Laurea in Matematica" with a thesis "Azione di gruppi mediante automorfismi dell'algebra di Cuntz di ordine infinito" under the supervision of Professor Sergio Doplicher.
I was a graduate student at the Mathematics Department of UCLA (1990-1994) where I obtained an MS degree (1993) and a PhD in Mathematics (1994) with a dissertation "Approximately inner and centrally free commuting squares of type II_1 factors and their classification" under the supervision of Professor Sorin Popa.
I was a Postdoctoral fellow at the Section de Mathematiques de l'Universite' de Geneve during the period 1994-1996 and at the Departement de Mathematiques de l'Universite' de Neuchatel during the academic year 1997-98.
For 3 years (1995-98) I was Assistant Professor ("Ricercatore universitario") at the Mathematics Department of the University of L'Aquila.
Since 1998 I am Associate Professor of Mathematical Analysis at the Dipartimento di Ingegneria of the University of Sannio.
My Erdös number is 3, thanks to Wolfgang Woess and/or Gabor Elek.
You can look at my mathematical genealogy.
Back to table of contents.
Research interests
- Harmonic Analysis on
Groups
- Representation theory of finite groups
- Finite Gelfand pairs
- Discrete potential theory
- Random walks on groups and graphs
- Geometric and Combinatorial Group Theory
- Asymptotic Group Theory (growth functions)
- Amenability
- Sofic groups
- Cellular automata on groups
- Functional Analysis
- Amenability and means on groups
- Operator Algebras (C*-algebras, von Neumann algebras, subfactors)
- Ergodic Theory and Dynamical Systems
- Ergodic theorems
- Symbolic Dynamics and Cellular automata on groups
- Probability Theory
- Finite Markov chains
- Random walks on groups and graphs
- System Theory
- Theoretical Computer Science
- Formal languages (regular languages, linear languages, context-free languages, languages associate with groups)
- Cellular automata
- Representation theory of finite groups
- Finite Gelfand pairs
- Discrete potential theory
- Random walks on groups and graphs
- Geometric and Combinatorial Group Theory
- Asymptotic Group Theory (growth functions)
- Amenability
- Sofic groups
- Cellular automata on groups
- Functional Analysis
- Amenability and means on groups
- Operator Algebras (C*-algebras, von Neumann algebras, subfactors)
- Ergodic Theory and Dynamical Systems
- Ergodic theorems
- Symbolic Dynamics and Cellular automata on groups
- Probability Theory
- Finite Markov chains
- Random walks on groups and graphs
- System Theory
- Theoretical Computer Science
- Formal languages (regular languages, linear languages, context-free languages, languages associate with groups)
- Cellular automata