المواد الدراسية
Course description:
Matrices and their operations. Types of matrices. Elementary transformations. Linear systems of equations. Determinants, elementary properties. Inverse of a matrix. Vector spaces, linear independence, finite dimensional spaces,...
MATH 481 : Real Analysis II (E) 4 (3+1+0) credit hours
Riemann Integrations: the definition, Darboux theorem, Riemann sums, the fundamental theorem. Sequences and series of functions: uniform convergence for the sequences and series of functions,...
Course description:
Matrices and their operations. Types of matrices. Elementary transformations. Linear systems of equations. Determinants, elementary properties. Inverse of a matrix. Vector spaces, linear independence, finite dimensional spaces,...
MATH 151 Discrete Mathematics (3+0) credit-hours
Propositional Calculus, logical equivalence, arguments, methods of proof. Relations, equivalence relations, order relations...
MATH 240 Introduction to Linear Algebra 4(3+1) Credit hours
Matrices and their operations, types of matrices. Elementary transformations. Determinants and their elementary properties. Inverse of a matrix. Linear systems of equations. Vector spaces,...
MATH 280 Introduction to Real Analysis 4(3+1) credit hours
Bounded subsets of the real line; supremum and infimum, completeness axiom; convergent sequences, Cauchy criterion, subsequences; series of numbers, generalized tests of...
MATH 382 : Real Analysis (1) (E) credit hours 4(3+1+0)
Basic properties of the field of real numbers, completeness axiom, countable sets. Sequences and
their convergence, monotone sequence, Bolzano-Weierstrass theorem...
MATH 246: Linear Algebra credit hours 4(3+1+0)
Matrices and their operations, types of matrices. Elementary transformations. Determinants,
elementary properties. Inverse of a matrix. Vector spaces,...