a. Knowledge and understanding:
At the end of this program, graduates must able to:
a1.
Know basic facts, concepts and principles of basic sciences.
a2.
Be knowledgeable techniques of basic sciences.
a3.
Know and understand the mathematical theories and their applications.
a4.
Recognize the processes and mechanisms supporting the structure and function of the mathematical topics.
a5.
Acquire knowledge and understanding mathematical terminology, nomenclature and classification systems.
a6.
Recognize theories and methods applied for interpreting and analyzing data related to discipline.
a7.
Be familiar with the recent development of the mathematics -related knowledge.
Benha University
Faculty of Science
Department of Mathematics
-2-
a8.
Recognize the relation between the studied topics and the environment.
a9.
Be knowledgeable numerical methods, and the different ways in which numerical information is used.
a10.
Know the basics of group theory and their roles in dealing with Symbols.
a11.
Recognize the rings and fields structures and their roles in solving problems.
a12.
Be familiar with the mathematical methods and techniques that deal with differential equations and their applications.
a13.
Know and understand the geometrical concepts and processes used in measuring attributes of objects.
a14.
Recognize the concept of function, and its role in mathematical analysis.
a15.
Know discrete mathematics, algorithms, and combinatorial abilities in order to solve problems of finite character and enumerate sets without direct counting.
a16.
Be familiar with the role of probability and mathematical models to make inferences about real-world situations.
a17.
Be knowledgeable modeling and symbolic representations of problem situations.
a18.
Know and understand the deductive nature of mathematics, and the roles of definitions, axioms, and theorems to identify and construct valid deductive arguments.
a19.
Recognize the theories and applications of other mathematical, statistical and computer science trends.
a20.
Know and understand the methods and techniques of applied mathematics and efficient applications in related fields.
a21.
Know and understand the principles of computer sciences and programming languages.