Course name | Cfu | Note | Period | Time Table | Confer mato |
|
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ASTROPHYSICS OF COMPACT OBJECTS
Astrophysics of compact objectsThe course will introduce the nature of astrophyisical compact objects and their emission, both from a theoretical and observational point of view. The program of the lectures is: | 2 |
| si |
4 | ||
 
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EVOLUTION OF GALAXIES AND AGN AT HIGH REDSHIFT
Evolution of galaxies and AGN at high redshiftFormation and co-evolution of galaxies and AGN. New observations and results. The accretion and star formation history. | 3 | Semester I | si |
3 | ||
 
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SPECTROSCOPY OF ASTROPHYSICAL PLASMAS
Spectroscopy of Astrophysical PlasmasProgramme: | 2 | Semester I |
| si |
3 | |
 
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THE DOUBLE TROUBLE OF THE MISSING MATTER IN THE UNIVERSE
The double trouble of the missing matter in the UniverseThis course is at an intermediate level. The main goal is to discus open issues of the Standard Cosmological Model. | 2 | semester I |
| si |
5 | |
 
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Course name | Cfu | Note | Period | Time Table | Confer mato |
|
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EXPERIMENTAL DATA ANALYSIS
Experimental data analysisData collection and preparation | 2 | si |
1 | |||
 
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EXTRASOLAR PLANETOLOGY
EXTRASOLAR PLANETOLOGYDescription | 2 | Semester I | si |
4 | ||
 
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PHYSICS OF PLANETARY ICES
Physics of planetary icesIces in the Solar System | 3 | Semester I | si |
1 | ||
 
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SPACE WEATHER
Space WeatherAccording to the European Space Agency, Space weather refers to the environmental conditions in Earth’s magnetosphere, ionosphere and thermosphere due to the Sun and the solar wind that can influence the functioning and reliability of spaceborne and ground-based systems and services or endanger property or human health. As the several branches of application, the theme is very alive all over the world and carried out by teams representing different competences, such as physics, engineering, mathematics, chemistry, biology and medicine. Outline
| 2 | Semester I |
| si |
4 | |
 
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TIME SERIES ANALYSIS
Time series analysis
| 3 | Semester I | si |
1 | ||
 
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INVERSION METHODS IN GEOPHYSICS
Inversion methods in geophysicsThis course is an introduction to geophysical inversion methods. The course will deal with both the resolution of linear and nonlinear problems using deterministic approaches such as the least squares method, the SVD, and regularization techniques as well as purely probabilistic approaches such as Markov chain Monte Carlo methods. The theory is illustrated through some examples taken from geophysical problems and their solution is discussed by performing inversion algorithms in the classroom. | 2 | Semester II | si |
1 | ||
 
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COMMUNICATING SCIENCE
▾ N : 1
⇧
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
COMMUNICATING SCIENCE
Communicating Science
| 2 |
| si |
9 | ||
 
|
CONDENSED MATTER PHYSICS: ESPERIMENTAL, THEORETICAL AND COMPUTATIONAL ASPECTS
▾ N : 4
⇧
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
INTRODUCTION TO SPINTRONICS
Introduction to Spintronics
| 3 | si |
2 | |||
 
| ||||||
MODE STRUCTURES AND GLOBAL DISPERSION RELATIONS IN MAGNETIZED TOROIDAL PLASMAS
Mode structures and global dispersion relations in magnetized toroidal plasmasAbstract: Understanding the global structures and dispersion relation of fluctuations in magnetized plasmas | 2 | si | ||||
 
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ACTIVE SOFT MATTER: A CONTINUUM PHYSICS PERSPECTIVE
Active Soft Matter: a continuum physics perspectiveActive Soft Matter: a Continuum Physics Perspective
| 3 | Semester II | si | |||
 
| ||||||
DYNAMICS OF LIQUIDS AND GLASS TRANSITION THEORIES
Dynamics of liquids and glass transition theories• Dynamical correlation functions | 3 | Semester II | si |
1 | ||
 
|
EXPERIMENTAL HIGH ENERGY PHYSICS
▾ N : 3
⇧
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
EXPERIMENTAL FLAVOUR PHYSICS
Experimental Flavour Physics
| 2 | si |
2 | |||
 
| ||||||
EXPERIMENTAL HIGH ENERGY PHYSICS AT COLLIDERS
Experimental High Energy Physics at Colliders
a) Trigger
- Reconstruction of Objects (Lecture 2)
b) Tracking detectors c) Calorimeters d) Muon Spectrometer e) Luminosity Monitors a) Tracks
- Cross Section Measurements (Lecture 3)
b) Jets c) Electrons and Photons d) Muons e) Missing Energy a) vertexing, pile-up, underlying event,
- Cross Section Measurements (Lecture 3,continued)
isolation, overlap removal a) Background estimate (Control Regions, ABCD methods, DD fake estimates, blind Analysis,) b) b-tag
c) Analysis Optimization d) MVA Techniques e) Statistical Interpretation, Statistical and Systematic Errors, Discoveries, Limits, NuisanceP, look-elsewhere effect, local significance. - Kinematics, Feynman Diagrams (Lecture 4) - pdf’s - MC Generators & Geant - Electro Weak Physics (Lecture 5) a) Standard Candles (Low Mass Resonances, W Boson, Z Boson) - QCD Physics & B Physics(Lecture 6) - Top Physics (Lecture 7) - Higgs Physics (Lectures 8, 9) - Susy Physics (Lecture 10) - Exotic Physics - Future Accelerators and Perspectives (Lecture 11) | 4 | Semester I |
| si |
2 | |
 
| ||||||
HADRON INTERACTIONS AT HIGH ENERGY
Hadron interactions at high energyExperimental environment: ISR, SppS, Tevatron, RHIC, LHC. | 3 | Semester I | si |
2 | ||
 
|
THEORETICAL HIGH ENERGY PHYSICS
▾ N : 2
⇧
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
ADVANCED COURSE ON THE STANDARD MODEL
Advanced course on the Standard Model- Part I - Prof. Bonciani (to be defined) - Part II Flavour physics and lattice QCD - V. Lubicz 6 hour • Flavor physics and its motivations• Open questions in the Standard Model • The flavor sector • Flavor physics and New Physics searches • Introduction to lattice QCD • The lattice regularization • The lattice QCD action • Monte Carlo simulations and importance sampling • Computation of correlation functions • Systematic errors • Flavor physics on the lattice • The quark masses • The Cabibbo angle and the unitarity test • The unitarity triangle analysis - - Part III Electroweak physics - G. Degrassi 6 hour (Roma Tre)
| 3 | Semester II |
| si |
4 | |
 
| ||||||
ELEMENTS OF GROUP THEORY AND GUT
Elements of Group Theory and GUT
| 3 | semester II |
| si |
4 | |
 
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Course name | Cfu | Note | Period | Time Table | Confer mato |
|
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ADAPTIVE AND FRACTAL DATA ANALYSIS
ADAPTIVE AND FRACTAL DATA ANALYSIS- Adaptive time series analysis algorithms: Empirical Mode Decomposition, Ensemble | 2 | si | ||||
 
| ||||||
APPLIED NUCLEAR PHYSICS
APPLIED NUCLEAR PHYSICS- Radiometric dating - Uncertainties and results of radiometric dating - Applications: atmospheric transport modelling, nuclear non-proliferation | 2 | si | ||||
 
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METHODS AND MODELS OF MATHEMATICAL PHYSICS
▾ N : 1
⇧
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
LIE SYMMETRIES OF DIFFERENTIAL AND DIFFERENCE EQUATIONS
LIE SYMMETRIES OF DIFFERENTIAL AND DIFFERENCE EQUATIONS
| 2 | semester I | si |
1 | ||
 
|
Course name | Cfu | Note | Period | Time Table | Confer mato |
|
---|---|---|---|---|---|---|
PYTHON
PythonAcquisire competenze per l'implementazione al calcolatore di programmi ad alto livello nel linguaggio interpretato | 2 |
| si |
8 | ||
 
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Institution | ||||||
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