Corsi a.a. 2017-2018
Corsi per tipo (click nel tipo per visualizzare i suoi corsi)
BASE ▾ N : 16
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INTERMEDI ▾ N : 6
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SPECIALI ▾ N : 9
Nome corso | Note | Periodo | Calen dario |
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'TOPICS ON FANO MANIFOLDS'
'Topics on Fano manifolds'1. Fano variety in general: definition and first examples |
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INTRODUCTION TO NUMERATION SYSTEMS NUMBER EXPANSIONS IN LATTICES
READING COURSE
READING COURSE')" />
Introduction to numeration systems Number expansions in lattices |
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MINI-COURSE: POLYHEDRAL STRUCTURES IN ALGEBRAIC GEOMETRY
Mini-course: Polyhedral structures in algebraic geometryAbstract: Algebraic geometry studies the zero locus of polynomial equations connecting the related algebraic and geometrical structures. |
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TIME SERIES ANALYSIS
Time Series Analysis
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LIE SYMMETRIES OF DIFFERENTIAL AND DIFFERENCE EQUATION
Lie Symmetries of Differential and Difference Equation
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ADVANCED GRAPHICS FOR SCIENTIFIC DATA
Advanced Graphics for Scientific DataWe will introduce some usefull tools for Scientific Data visualization, starting from GNUplot and MATLAB for drawing basic 1D and 2D functions, then moving to Paraview for exploring more complex features of 3D data sets | II Semestre |
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CUBIC HYPERSURFACES
(READING COURSE)
(READING COURSE)')" />
Cubic hypersurfaces | II Semestre |
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K-THEORY IN CONDENSED MATTER PHYSICS
K-THEORY IN CONDENSED MATTER PHYSICSIn the last decades, solid state physics has witnessed a plethora of phenomena that have a topological origin: from the pioneering works of Thouless and collaborators to explain the quantization of the transverse conductivity in the quantum Hall effect, to the thriving field of topological insulators and superconductors. This field of research rapidly attracted the attention of mathematical physicists as well.
Depending on the inclinations, background and interests of the students, and if time permits, more advanced topics could also be covered, including for example:
| II Semestre |
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FOUNDATIONAL THEMES
Foundational themesSome themes of the last century research on foundations of logic and mathematics will be considered under the point of view of the current logical research: 1. Incompleteness theorems. 2. Constructive omega-rule. 3. Ordinal numbers and dilators | Nov-Dec 2017 |
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IN ALTRE UNIVERSITA' ▾ N :
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