Teacher
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TEDESCHINI LALLI LAURA
(syllabus)
INTRODUCTION TO TOPOLOGY AND NON EUCLIEDEAN GEOMETRIES: SPHERIC GEOMETRIC. SOLIDI PLATONICI, EULER CHARACTERISTIC. FULLERENES AND GEODETIC DOMES. GROUPS OF PLANE ISOMETRIES, GROUPS OF TRIANGULATION ON THE SPHERE, COXETER TRIANGULATIONS. ONE TOPIC AMONG THE FOLLOWING 1) INTRODUCTION TO PARTIAL DIFFERENTIAL EQUATIONS: SOLUTION BY SEPARATION OF VARIABLES. EQUATIONS OF HARMONIC OSCILLATOR AND OF VIBRATING STRING. FIELD AND LAB: SOUNDWALKS, PROBLEMS OF REVIEW AND DOCUMENTATION OF SOUND IN PUBLIC SPACES OR: 2) PARAMETRIC SURFACES, POINTS WITH NEGATIVE, POSITIVE OR ZERO GAUSSIAN CURVATURE. MEAN CURVATURE. INTRODUCTION TO MINIMAL SURFACES.
(reference books)
-T. BANCHOFF OLTRE LA TERZA DIMENSIONE ZANICHELLI 1993 -H.S.M. COXETER INTRODUCTION TO GEOMETRY, JOHN WILEY&SONS -COURANT, ROBBINS CHE COS’È LA MATEMATICA? BORINGHIERI -V. NIKULIN I.R.SHAFAREVICH GEOMETRIES AND GROUPS, SPRINGER VERLAG 1994 -B. RIEMANN SULLE IPOTESI CHE STANNO ALLA BASE DELLA GEOMETRIA BORINGHIERI 1994 -L. RUSSO FLUSSI E RIFLUSSI; INDAGINE SULL’ORIGINE DI UNA TEORIA SCIENTIFICA. FELTRINELLI 2003 -G.GIURIATI L.TEDESCHINI LALLI SPAZI SONORI DELLA MUSICA, L’EPOS 2010 -A.CARLINI L.TEDESCHINI LALLI INTERROGRE LO SPAZIO, GANGEMI 2012
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