GRADUATE PROGRAMS
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Master of Science in Computer Science ( MSCS ) |
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| Undergraduate Preparation | |
| Students who do not have a Bachelor's degree in Computer Science will be required to demonstrate competency in the following areas: | |
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Mathematics: |
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| Math 200 Calculus | 4 Credit Hours |
| Math 206 Discrete Mathematics | 4 Credit Hours |
| Math 210 Probability & Statistics | 4 Credit Hours |
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Computer Science: |
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| CS 200 Introducation to Computer Science | 4 Credit Hours |
| CS 202 Introduction to C Language | 4 Credit Hours |
| CS 206 Introduction to Unix or CS 208 Introduction to Windows & Windows NT | 4 Credit Hours |
| CS 414 Programming in C++ or CS 416 Programming in Java | 4 Credit Hours |
| CS 300 Data Structures | 4 Credit Hours |
| CE 352 Introduction to Logic Design | 4 Credit Hours |
| CS 400 Operating Systems | 4 Credit Hours |
| CS 426 Computer Networks I | 4 Credit Hours |
| CE 454 Computer Architecture I | 4 Credit Hours |
| Graduate Level Curriculum | |
| All MSCS students will be required to demonstrate competency in the following areas: | |
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Computer Science Graduate Core ( 9 Credits ) |
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| CS 500 Operating System Design | 3 Credit Hours |
| CS 502 Design & Analysis of Algorithms | 3 Credit Hours |
| CS 526 Computer Networks II | 3 Credit Hours |
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Graduate Project ( 3 Credits ) |
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| All graduate students are required to work on a graduate project. The graduate project advisor must first approve the topic. All project work must be presented in an open forum upon completion and receive final approval from the advisor. | |
| CS 546 Graduate Project | 3 Credit Hours |
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Electives ( mininum 24 Credits ) |
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Students in the MSCS program may take any 400 level and above of CE or CS undergraduate as electives. However, no more than four 400 level undergraduate are allowed to count toward the minimum 36 graduate credits for graduation. The 400 level undergraduate are credited and charged as 3 credits at the graduate tuition rate when elected as graduate credits.
Students in the MSCS program should select at least one concentration area among the following:
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