قسم تقنية المعلومات

برنامج علوم الحاسب

خريجينا:

  1. Our graduates acquire knowledge of computer science principles, computer hardware and mathematics appropriate to the discipline.
  2. Our graduates demonstrate knowledge of computing practices in industry and emerging technologies.
  3. يطبق خريجونا مفاهيم الشبكات لحل المشكلات التنظيمية.
  4. Our graduates analyze problems and determine the computing requirements appropriate to meet desired needs.
  5. يقوم خريجونا بتطوير البرامج باستخدام مبادئ وممارسات مختلفة لتصميم البرامج وتطويرها.
  6. يظهر خريجونا وعياً بالأخلاقيات الاجتماعية والعمل.
  7. يظهر خريجونا إجادة اللغة بشكل عام وسياقات محددة تتعلق بالانضباط.

Structure of the Computer Science Study Plan

Bachelor Degree in Computer Science (4 years)

Number of credit hours required for obtaining a Diploma in Computer Science CS is 126 hours on intense study. The undergraduate program, leading to a B.S. in computer science, provides a broad knowledge of computing. It consists of core courses in programming languages, computer system organization and operating systems, data structures, computation theory, computer logic, and societal implications in computing.

Advanced Diploma in Computer Science (3 years)

Number of credit hours required for obtaining a Diploma in Computer Science CS is 96 hours on intense study. As juniors, students take courses in combinatorial algorithms; automata, languages, and computation; operating systems and system architecture; and program design techniques, along with a course in either probability or statistics.

Diploma in Computer Science (2 years)

Number of credit hours required for obtaining a Diploma in Computer Science CS is 66 hours on intense study. The freshman year program includes courses in mathematical analysis, algorithms and programming, computer architecture and assembly language, symbolic logic, and data structures and program design. Sophomores take courses in linear algebra, computer organization, programming language concepts, files and data bases, and fundamental mathematical concepts.

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