Terzo requisito Diffie-Hellman

Sicurezza

00 Cifrari simmetrici

Cifrario - Start point

Cifrario di Cesare

Cifrario di Playfair

Cifrario di Vernam

Cifrario di Vigenère

Sostituzione a permutazione

Cifrari a blocchi

Cifrari a flusso

Cifrari a flusso e cifrari a blocchi - Start point

Cifrario di Feistel

Matematica astratta

Operazioni sui cifrari a blocchi

Singolo passo di DES nel dettaglio

02 Cifrari asimmetrici

Algoritmo efficiente per calcolare l'inverso moltiplicativo

Autenticazione e firma elettronica

Funzioni di hash

Introduzione - Start point

Primo requisito Diffie-Hellman

Principi dei sistemi crittografici a chiave pubblica

Scambio di chiavi di Diffie-Hellman

Secondo requisito Diffie-Hellman

Terzo requisito Diffie-Hellman

03 Network security e software security

Application-Level Gateway

Caso di studio 1

Caso di studio 2

Caso di studio 3

Come scrivere shellcode

Dual homed host

Gestione del rischio in ambito di sicurezza informatica

Meccanismi di firewalling

Memory corruption

Memory corruption con buffer overflow dello stack

Packet filtering

Screened Subnet

Screening router

Sicurezza delle reti e dei software - Start point

Esame giugno 2022

Esame luglio 2016

Esame luglio 2017 (a)

Esame luglio 2017 (b)

Esame luglio 2019

Esame luglio 2021

Esame settembre 2016

Esame settembre 2017

Esame settembre 2019

Esame settembre 2021

Esame settembre 2022

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Scambio di chiavi

Mappa buffer overflow

Mappa cifratura asimmetrica

Mappa cifratura simmetrica

Mappa funzioni di hash e firma elettronica

Mappa XSS, CSRF, SQLi

Terzo requisito Diffie-Hellman

Terzo requisito: algoritmo efficiente per generare una radici primitiva di q
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Non incluso nel programma per il superamento dell'esame.

Interactive Graph

Table Of Contents

Terzo requisito Diffie-Hellman

Terzo requisito: algoritmo efficiente per generare una radici primitiva di q