From a83baf6b12c2088df1365dbd78f9128c534eab0a Mon Sep 17 00:00:00 2001 From: Adrian Amaglio Date: Sat, 27 Mar 2021 18:10:32 +0100 Subject: [PATCH] =?UTF-8?q?r=C3=A9seaux=20sociaux?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- réseaux_sociaux/cours/cours.pdf | Bin 0 -> 51924 bytes réseaux_sociaux/cours/cours.tex | 91 ++++++++++++++++++ réseaux_sociaux/exercices/exercices.pdf | Bin 0 -> 481237 bytes réseaux_sociaux/exercices/exercices.tex | 18 ++++ .../fiche_preparation_sequence.tex | 68 +++++++++++++ 5 files changed, 177 insertions(+) create mode 100644 réseaux_sociaux/cours/cours.pdf create mode 100644 réseaux_sociaux/cours/cours.tex create mode 100644 réseaux_sociaux/exercices/exercices.pdf create mode 100644 réseaux_sociaux/exercices/exercices.tex create mode 100644 réseaux_sociaux/fiche_preparation_sequence.tex diff --git a/réseaux_sociaux/cours/cours.pdf b/réseaux_sociaux/cours/cours.pdf new file mode 100644 index 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sites web permettant de développer des communautés. + +% +\section{Chiffres clés} +\begin{description} + \item[1995] Premier réseau social (classmates, pour les étudiants). + \item[3,2 milliards] d’utilisateurs de réseaux sociaux actifs en 2018. +\end{description} + +% +\section{Les graphes} +Pour construire le graphe d’un réseau social, on part d’un ensemble de personnes nommées A, B, C, D, E, F et G qui appartiennent à ce réseau. +On les relie par un trait si elles sont amies dans le réseau social. +Les ronds représentent une personne et sont appellés des sommets. +Les traits qui les relient sont appellés des arrêtes. + +\begin{figure}[ht] +\centering +\begin{tikzpicture} + \node[shape=circle,draw=black] (A) at (2,4) {A}; + \node[shape=circle,draw=black] (B) at (6,4) {B}; + \node[shape=circle,draw=black] (C) at (8,2) {C}; + \node[shape=circle,draw=black] (D) at (6,0) {D}; + \node[shape=circle,draw=black] (E) at (2,0) {E}; + \node[shape=circle,draw=black] (F) at (0,2) {F} ; + \node[shape=circle,draw=black] (G) at (4,2) {G} ; + + \path (A) edge (F); + \path (F) edge (G); + \path (G) edge (B); + \path (G) edge (C); + \path (G) edge (E); + \path (B) edge (C); + \path (C) edge (D); +\end{tikzpicture} +\caption{Un example de graphe} \label{fig:M1} +\end{figure} + +\begin{definition} + La distance entre deux sommets est le nombre minimal d’arrêtes qui relient deux sommets entre eux. +\end{definition} +\begin{example} + La distance entre G et B est de 1.\\ + La distance entre A et G est de 2.\\ + La distance entre A et C est de 3.\\ + … +\end{example} + +\begin{definition} + L’excentricité d’un sommet est la distance maximale entre ce sommet et les autres sommets du graphe. +\end{definition} +\begin{example} + \begin{itemize} + \item L’excentricité du sommet A est de 4. + \item L’excentricité du sommet B est de 3. + \item L’excentricité du sommet C est de 3. + \item L’excentricité du sommet D est de 4. + \item L’excentricité du sommet E est de 3. + \item L’excentricité du sommet F est de 3. + \item L’excentricité du sommet G est de 2. + \end{itemize} +\end{example} + +\begin{definition} + Les centres d’un graphes sont les sommets d’excentricité minimale. +\end{definition} +\begin{example} + Il n’y a qu’un centre sur notre graphe, c’est G. +\end{example} + +\begin{definition} + Le rayon d’un graphe est l’excentricité d’un de ses centres. +\end{definition} +\begin{example} + Le rayon de notre graphe est de 2. +\end{example} + +\end{document} diff --git a/réseaux_sociaux/exercices/exercices.pdf b/réseaux_sociaux/exercices/exercices.pdf new file mode 100644 index 0000000000000000000000000000000000000000..8b33edfb2717a5af9a24d4ab663646e07ff99ae0 GIT binary patch literal 481237 zcmagFQ*fr;6Yd>nVoq$EPwYIgjfrjBwry)N(ZsfG+qS*u|JGMu?X!K?I_O#lt5)6B zbzR+EzeTPfB1X^5zy?b`voN><%gju~L}X`Z3Cqh1%P3=FYvycD#0+3%CHn7!WfZfp zb~bS&VidDBa5fP!F|so@f#v6ib#itzF|dJkUz^mBPFi3`?wYQ-A#bc#)i|*^O(qFY 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b/réseaux_sociaux/fiche_preparation_sequence.tex new file mode 100644 index 0000000..4dbaa9c --- /dev/null +++ b/réseaux_sociaux/fiche_preparation_sequence.tex @@ -0,0 +1,68 @@ +\documentclass[11pt,a4paper]{../../template_cours} +\author{Adrian Amaglio} +\def\thesequence{Les réseaux sociaux} +\title{Fiche de préparation de séquence : \thesequence} +% Inspiré d’un document de Cécile Raynal, formateur MEEF Documentation ESPE LR + +\begin{document} +\section{Contexte et cadrage pédagogique} +%Situe la place de la séquence dans le programme NSI, précise l’environnement dans lequel se met en place la séquence. +Cette séquence se situe dans le programme de SNT. Elle intervient en seconde générale, au début du troisième trimestre. + +\section{Objectifs pédagogiques} +% Chaque objectif s’inscrit dans une progression des apprentissages. +\begin{itemize} + \item Connaître les principaux concepts liés à l’usage des réseaux sociaux. + \item Distinguer plusieurs réseaux sociaux selon leurs caractéristiques, y compris un ordre de grandeur de leurs nombres d’abonnés. + \item Paramétrer des abonnements pour assurer la confidentialité de données personnelles. + \item Identifier les sources de revenus des entreprises de réseautage social. + \item Étudier des graphes simples représentant des réseaux de personnes. + \item Décrire comment l’information présentée par les réseaux sociaux est conditionnée par le choix préalable de ses amis. + \item Connaître les dispositions de l’article 222-33-2-2 du code pénal. + \item Connaître les différentes formes de cyberviolence (harcèlement, discrimination, sexting...) et les ressources disponible pour lutter contre. +\end{itemize} + +\section{Pré-requis} +%Notions ou compétences préalables nécessaires à la construction de connaissances et/ou de compétences nouvelles. +Aucun pré-requis nécessaire. + +\section{Notions disciplinaires} +%Liste des notions à faire acquérir par les élèves au cours de la séquence + +\section{Modalités de la séquence} +%Précisent le cadre et les conditions matérielles dans lesquels la séquence a été menée ou nécessaires à son bon déroulement. +\begin{description} + \item[Lieu] Lycée Jules Guesde + \item[Nombre d’élèves] 11 à 17 par groupe + \item[Nombre de classes] 5 classes soit 10 groupes + \item[Nombre de séances] 4 + \item[Intervenants] Professeurs documentalistes sur 4h + \item[Support horaire] 5h +\end{description} + +\section{Évaluation} +%Précise l’objet et le mode d’évaluation retenus. +Évaluation de la production d’une affiche à l’issue de la première séance. +Contrôle sur table. +QCMs et exercices à la maison. + +\section{Séances d’apprentissages} +%Liste les séances qui composent la séquence avec pour chacune le titre et le ou les objectifs pédagogiques visés. +\subsection{Modèle économique des réseaux sociaux} +% Objectif(s) : objectifs opérationnels qui permettent d’atteindre les objectifs généraux de la séquence +Séance en coopération avec les professeurs documentalistes. + +\subsection{Représenter les réseaux en graphes} +Cours et exercices pour découvrir les graphes. + +\subsection{Comment s’informer correctement ? Harcèlement, prévention et accompagnement} +% Objectif(s) : objectifs opérationnels qui permettent d’atteindre les objectifs généraux de la séquence +Savoir décrire une source documentaire (acteur, intérêt). +Identifier le rôle des journalistes dans le processus d’information. +Identifier les biais cognitifs et sociaux qui agissent sur notre réception et notre recherche d’information. +Reconnaître et prévenir les cyberviolences. + +\subsection{Distance - Dopamine et dépendance} +QCM sur les stimulateurs dopaminergiques utilisés par de nombreuses applications et la dépendance qu’ils entrainent. + +\end{document}