Skip to content Skip to navigation

Computing Security Minor

Bo Yuan, Chair
585-475-4468, bo.yuan@rit.edu

With the prevalence of mobile computing, the advantages of cloud computing, the ubiquity of computing in general, and the issues of securing big data caused by the world-wide explosion of eBusiness and eCommerce today, secure computing environments and appropriate information management have become critical issues to all sizes and types of organizations. Therefore, there is a vital and growing need for all computing professionals to have a foundation in the issues critical to information security and how they apply to their specific disciplines. The minor consists of two required courses and three electives chosen by the student from the computing security advanced course clusters. There are many elective course choices to provide flexibility. Therefore, the minor provides any computing major outside of the computing security degree program with basic knowledge of the issues and technologies associated with computing security and allows students the opportunity to select a set of security electives that are complementary to their majors. Before beginning the minor in students must possess prerequisite knowledge that can be obtained from various programming sequences and courses in calculus and discrete math. 

Notes about this minor:

  • This minor is closed to students majoring in computing security or any BS/MS degree option that includes the BS in computing security.  
  • Posting of the minor on the student's academic transcript requires a minimum GPA of 2.0 in the minor. 
  • Notations may appear in the curriculum chart below outlining pre-requisites, co-requisites, and other curriculum requirements (see footnotes).
Course
Prerequisites
Students must complete one of the following two-course programming sequences:
   CSCI-141    Computer Science I
   CSCI-142    Computer Science II
   or  
   ISTE-120    Computational Problem Solving in the Information Domain I
   ISTE-121    Computational Problem Solving in the Information Domain II
   or  
   ISTE-100    Computational Problem Solving in the Network Domain I
   ISTE-101    Computational Problem Solving in the Network Domain II
   or  
   IGME-105    Game Software Development I
   IGME-106    Game Software Development II
   or  
   CPET-121    Computational Problem Solving I
   CPET-321    Computational Problem Solving II
Students must complete a two-course calculus sequence:
   MATH-181    Project-based Calculus I
   MATH-182    Project-based Calculus II
Student must complete one of the following courses in discrete mathematics:‡
   MATH-131    Discrete Mathematics
   MATH-190    Discrete Mathematics for Computing
   MATH-192    Discrete Mathematics and Introduction to Proof
Required Courses
CSEC-101 Fundamenals of Computing Security
Choose one of the following:
   CSEC-362 Cryptography and Authentification
   CSCI-462 Introduction to Cryptography
Electives
Choose three of the following:
   CSEC-380    Principles of Web Application Security
   CSEC-461    Computer System Security
   CSEC-462    Network Security and Forensics
   CSEC-465    Network and System Security Audits
   CSEC-466     Introduction to Malware
   CSEC-467    Mobile Device Security and Forensics
   CSEC-468    Risk Management for Information Security
   CSEC-470    Covert Communications
   CSEC-471    Penetration Testing Frameworks and Methodologies
   CSEC-472    Authentication and Security Models
   CSEC-473    Cyber Defense Techniques
   CSEC-474    Unix Based System Forensics
   CSEC-475    Windows System Forensics
   CSEC-476    Malware Reverse Engineering
   CSEC-477    Disaster Recovery Planning
   CSCI-455    Principles of Computer Security
   CSCI-464    Xtreme Theory   
   CSCI-531    Introduction to Security Measurement
   CSCI-532    Introduction to Intelligent Security Systems
   SWEN-331    Engineering Secure Software
   SWEN-467    Hardware/Software Co-design for Cryptographic Applications

† An equivalent calculus sequence may be determined by the minor adviser.
‡ An equivalent discrete mathematics sequence may be determined by the minor adviser.