[Nuovo Reg. Did] Propedeuticità

Ultimo aggiornamento: 15/08/2025 09:55
<center><p><b><u>ARTICOLO AGGIORNATO AL NUOVO REGOLAMENTO DIDATTICO D'ATENEO: NULLA DI NUOVO SULLE PROPEDEUTICITA'</u></b>.</p></center><p>Il corso di studi in Ingegneria Informatica prevede propedeuticità, ossia stabilire che un particolare esame non possa essere sostenuto senza aver verbalizzato esami precedenti. Esami sostenuti violando tali propedeuticità sono annullati d'ufficio.</p><table class="table table-bordered"><tbody><tr><td><u style="font-size: 1rem;"><span style="font-weight: bolder;">Articolo 24, comma 3, del nuovo regolamento didattico di Ateneo (Propedeuticità, necessità di superare altri esami prima di sostenerne uno)</span><b><br></b></u><i style="font-size: 1rem;">I regolamenti dei corsi di studio possono prevedere che l'ammissione all'esame di uno specifico insegnamento sia subordinata al superamento dell'esame di uno o più insegnamenti (propedeuticità). Le propedeuticità da rispettare sono quelle previste dal regolamento didattico di Corso di studio, e si applicano agli studenti iscritti a quel Corso di studio. Non possono essere previste propedeuticità fra insegnamenti che si svolgono nello stesso semestre del medesimo anno di corso.</i></td></tr></tbody></table><div><p>Il nostro corso di laurea triennale prevede le seguenti propedeuticità:</p><div style="text-align: center; "><img 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" data-filename="propedeuticita_schema.png" style="width: 1029.37px;"><br></div><div><br></div><table class="table table-bordered"><tbody><tr><td><span style="font-weight: bolder;">Materia</span></td><td><span style="font-weight: bolder;">Propedeuticità richieste</span></td></tr><tr><td>Algoritmi e strutture dati</td><td>Fondamenti di programmazione</td></tr><tr><td>Basi di dati</td><td>Fondamenti di programmazione</td></tr><tr><td>Fisica generale</td><td>Analisi matematica I</td></tr><tr><td>Analisi matematica II</td><td>Algebra lineare e Analisi matematica I</td></tr><tr><td>Reti logiche</td><td>Fondamenti di programmazione</td></tr><tr><td>Calcolo numerico</td><td>Analisi matematica II</td></tr><tr><td>Elettrotecnica</td><td>Fisica generale</td></tr><tr><td>Progettazione Web</td><td>Basi di dati</td></tr><tr><td>Ricerca operativa</td><td>Analisi matematica II</td></tr><tr><td>Fondamenti di automatica</td><td>Fisica generale</td></tr><tr><td>Calcolatori elettronici</td><td>Reti logiche</td></tr><tr><td>Sistemi operativi</td><td>Calcolatori elettronici</td></tr><tr><td>Reti informatiche</td><td>Calcolatori elettronici</td></tr><tr><td>Ingegneria del software</td><td>Fondamenti di programmazione</td></tr><tr><td>Comunicazioni numeriche</td><td>Analisi matematica II</td></tr><tr><td>Elettronica digitale</td><td>Elettrotecnica</td></tr></tbody></table><p>Per quanto riguarda gli esami a scelta è necessario fare un distinguo:</p><ul><li>Gli esami a scelta proposti dal corso di studi (Programmazione Avanzata, Progettazione di Reti Informatiche e Laboratorio di Informatica applicata) hanno le seguenti propedeuticità:<center><table class="table table-bordered" style="--bs-table-striped-color: #212529; --bs-table-striped-bg: rgba(0, 0, 0, 0.05); --bs-table-active-color: #212529; --bs-table-active-bg: rgba(0, 0, 0, 0.1); --bs-table-hover-color: #212529; --bs-table-hover-bg: rgba(0, 0, 0, 0.075); width: 1006.86px;"><tbody><tr><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;"><b>Materia</b></td><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;"><b>Propedeuticità richieste</b></td></tr><tr><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Programmazione avanzata (Materia a scelta)</td><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Algoritmi e strutture dati, Basi di dati</td></tr><tr><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Progettazione di Reti informatiche (Materia a scelta)</td><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Reti informatiche<br>(<u>non più per chi si immatricola dall'A.A.25-26 in poi</u>)</td></tr><tr><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Laboratorio di informatica applicata (Materia a scelta)</td><td style="box-shadow: rgba(0, 0, 0, 0) 0px 0px 0px 9999px inset;">Sistemi Operativi, Reti Informatiche<br>(<u>non più per chi si immatricola dall'A.A.25-26 in poi</u>)</td></tr></tbody></table></center></li><li>Gli esami a scelta erogati da altri dipartimenti (Esempio: Dipartimento di Informatica) e approvati dal nostro Consiglio di Corso non prevedono nessuna propedeuticità. <ul><li>La cosa vale anche se i regolamenti di tali dipartimenti prevedono propedeuticità per questi insegnamenti.</li><li>Esempio: se il piano di studi della triennale in Informatica prevede propedeuticità sul'esame di Crittografia questa cosa vale esclusivamente per gli studenti della triennale in Informatica! Noi studenti in Ingegneria Informatica non siamo gravati da questa propedeuticità.</li></ul></li></ul><p>Potete capire in modo molto agile che le propedeuticità incidono significativamente sul nostro percorso e contribuiscono molto spesso al rallentamento delle carriere, specialmente quando uno studente non riesce a superare i cosiddetti "esami collo di bottiglia".&nbsp;</p></div>