SPOCs available at Sorbonne University
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Mobile devices programming - UI452 Fabrice Kordon and Etienne Renault
Full course description The objective of this course is to address the programming of mobile devices and show the possibilities they offer for developing new usages and applications. The course focuses on iOS first to illustrate the main challenges of such programming. Then, it shows how these mechanisms are implemented in Android (what is common and the different concepts). This course also puts some emphasis on practice by proposing each week, to apply the presented concepts by means of the development of mobile applications. Domain Computer science Prerequisites The knowledge of Object Oriented programming is requested. Java will be used of Android and Swift will be used for iOS.
workload 4-5 hrs per week - 56-60 hrs in total Start date course semester 1 - 24-Sep-18
«SU_plaquette : mobile iOS.pdf»
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Level Master
Language English
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Introduction à la Mécanique - 1A001 Sylvie LE MOYNE
Course description L’UE LA101 a pour objectif de présenter à l'étudiant différentes facettes de la Mécanique, dans ses techniques comme dans ses secteurs d'applications. Pour cela, le programme se compose de plusieurs thèmes qui illustrent chacun un aspect de la Mécanique en tant que science pour l'ingénieur Domain Physic
Workload 168 hrs in total
«SU_plaquette : introduction mécanique.pdf»
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Level Bachelor (1st year)
Number of credits 6
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Calculus - 1M003 Sylvie DELABRIERE - Claire DAVID
Course description Cette UE a pour but d’introduire les notions mathématiques de base d’analyse et de calcul vectoriel indispensables pour les étudiants destinés à se spécialiser en physique, chimie, géosciences, ingénierie. Domain Mathematics Workload 168 hrs in total Start date course semester 1 - 03-Sep-18 Final examination January 2019
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Level Bachelor (1st year)
Number of credits 6 |
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Si on parlait Sciences- 1XSU1
Course description Réflexion sur la science, avec deux thèmes introductifs transversaux, « Etes-vous préparé(e) à la science ? » et « Recherche documentaire », et un thème spécifique, « Les systèmes du monde »..
workload 84 hrs in total
«SU_plaquette : si on parlait sciences.pdf»
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Level Bachelor (1st year) Language French |
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Concurrent programming - 3I001 Fabrice Kordon
Full course description The objective of this course is to address the main problems related to the development of competing programs. It also offers a first opening towards distributed algorithms. The main notions to be presented are: - The role of the language runtime (as a view on the operating system) in the execution of a program, - The notion of tasks, processes, and threads, -The problem of concurrent access to shared data, -The different mechanisms to protect shared data,-Communication mechanisms between threads, -The basics about the termination of a concurrent program,-The structure of a server program, - Some basics about concurrent algorithmic. Practice is performed using Java. Domain Computer science
workload 5-7 hrs per week - 77 hrs in total
«SU_plaquette : concurrent programming.pdf»
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Level Bachelor (3rd year)
Number of credits 6 |
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Thermodynamics - 3P011 Éric Brunet, Thierry Hocquet, Xavier Leyronas
Full course description The objective of this course is to address the main problems related to the development of competing programs. It also offers a first opening towards distributed algorithms. The main notions to be presented are: - The role of the language runtime (as a view on the operating system) in the execution of a program, - The notion of tasks, processes, and threads, -The problem of concurrent access to shared data, -The different mechanisms to protect shared data,-Communication mechanisms between threads, -The basics about the termination of a concurrent program,-The structure of a server program, - Some basics about concurrent algorithmic. Practice is performed using Java. Domain Computer science Workload 5-7 hrs per week - 77 hrs in total Start date course semester 1 - 13/17-Sep-18 Final examination January 2019
«SU_plaquette : thermodynamics.pdf»
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Level Bachelor (3rd year)
Number of credits 6 | |
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French
English |
Introdution to Quantum Mechanics - 3P001 Samuel Deleglise, Quentin Glorieux, Thibaut Jacqmin, Emily Lamour
Full course description After introducing the historical perspectives on quantum mechanics, we will introduce the Schrodinger formalism to describe fascinating phenomenon such as tunnel effect, one particle duality and quantum wells. In the second part we will review the Dirac formalism and the postulates of quantum. Applying this formalism to two-level system and quantum harmonic oscillator, we will study Rabi oscillations and opto-mechanics. Finally we will introduce the spin and Bloch sphere for application in MRI and quantum computing (Bell inequalities).
Domain Physic Prerequisites Linear algebra, wave equation, basic knowledge on Fourier analysis is a plus.
Workload 8 hrs per week - 64 hrs in total
«SU_plaquette : quantum mecanics.pdf»
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Level Bachelor (3rd year)
Number of credits 6
French with english subtitles |
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Basic functional analysis - 4M105 Jean-Yves Chemin
Course description The course covers basic functional analysis in its own right together with an orientation towards applications to partial differential equations. Domain Mathematics Prerequisites Linear algebra and topology of the third year of Bachelor's degree are imperative. workload 10 hrs per week - 60 hrs in total Start date course semester 1 -03-Sep-18 Final examination 7-12 January 2019
«SU_plaquette : Basic functional analysis.pdf»
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Level Master 1
Number of credits 6
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The bases of functional analysis - 4M005 Jean-Yves Chemin
Course description The course covers basic functional analysis in its own right together with an orientation towards applications to partial differential equations.
Prerequisites Linear algebra and topology of the third year of Bachelor's degree are imperative.
Domain Mathematics
workload 10 hrs per week - 120 hrs in total
«SU_plaquette_the bases of functional analysis.pdf»
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Number of credits 12
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Systèmes mécanique et systèmes électroniques - 1AE01 Hélène ROUSSEL et Sylvie LE MOYNE
Course description Présentation de concepts de base pour l’analyse de systèmes mécaniques et de systèmes électroniques, résolution de problèmes simples mais concrets relevant de l’ingénierie Illustrations notamment dans le domaine de l’ingénierie pour la santé, Introduction à la démarche de l’ingénieur et aux métiers de l’ingénieur. Domain Physic workload 252 hrs in total Start date course semester 2 - 21-Jan-19 Final examination May 2019
«SU_plaquette : systèmes méca. et electro..pdf»
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Level Bachelor (1st year)
Number of credits 9 | |
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Calcul Matriciel - 1M004 Bruno DESPRES - Sophie CHEMLA
Full course description Amener les étudiants à maîtriser la résolution de problèmes de base de l'algèbre linéaire. En particulier, la résolution de systèmes linéaires. Comprendre l'importance des notions suivantes : déterminant, matrice inversible, formule de changement de base. Domain Mathematics
workload 84 hrs in total
«SU_plaquette : calcul matriciel.pdf»
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Level Bachelor (1st year)
Number of credits 3
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