Foundations of Computer Science Graduate Certificate


You can now acquire essential computer science skills—entirely online. Sharpen your knowledge in computer science and earn a graduate certificate with just four courses. Delivered by a top academic and industry team, the program offers you what you need to know for a strong career in computer science—mathematical foundations, architecture, programming, C++, data structures, and algorithms.

 



Course #Course NameInstructor (s)Semester
CS/CPE550Computer Organization and ProgrammingSteven GabarroSpring I-2010
CS/CPE590Introduction to Data Structures and AlgorithmsAppajosyula SatyanarayanaFall-2009, Spring I-2010
CS570Introduction to Programming in C++Appajosyula SatyanarayanaFall-2009, Spring I-2010
MA502Mathematical Foundations of Computer ScienceTBATBA

General Information
Credits 3 Credits Per Course/12 Credits Per Certificate
Tuition per credit $1100 per credit
Current Schedule Click here
Semester information Long Range WebCampus Academic Calendar
Application Apply
Phone 201-216-5092
Toll Free 1-800-496-4935
FAX 201-216-5011
Email webcampus@stevens.edu
Mail WebCampus.Stevens
The Graduate School
Stevens Institute of Technology
Castle Point on the Hudson
Hoboken, NJ 07030
United States of America

Co-sponsored by AACEI, ACM, AIChE, ASCE, IEEE, NECA, NSPE, and SNAME.


If you’re a professional with a bachelor’s degree, you can earn a graduate certificate in this outstanding online program, Foundations of Computer Science, a four-course program delivered by the same superior faculty who teach in conventional settings. You receive the finest professional education using rich e-learning features—threaded discussions, chat, bulletin boards, e-mail, file sharing, whiteboards, and workgroups for in-depth participation. You also have online library privileges, with instant search and retrieval of important databases. Courses are taught at your convenience anytime, anywhere.

The course discussion questions encouraged everyone to talk. I am surprised at the amount of similarities between everyone’s respective fields."
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