Courses Code: MTS 465 Course Title: OPTIMIZATION THEORY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 363 OR MTS 351 Review of linear programming models. The general non-linear programming: direct search and gradient methods, golden sear…

Courses Code: MTS 465 Course Title: OPTIMIZATION THEORY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 363 OR MTS 351 Review of linear programming models. The general non-linear programming: direct search and gradient methods, golden sear…

Courses Code: MTS 465 Course Title: OPTIMIZATION THEORY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 363 OR MTS 351 Review of linear programming models. The general non-linear programming: direct search and gradient methods, golden sear…

Courses Code: MTS 465 Course Title: OPTIMIZATION THEORY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 363 OR MTS 351 Review of linear programming models. The general non-linear programming: direct search and gradient methods, golden sear…

Courses Code: MTS 465 Course Title: OPTIMIZATION THEORY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 363 OR MTS 351 Review of linear programming models. The general non-linear programming: direct search and gradient methods, golden sear…

Courses Code: MTS 463 Course Title: GENERAL RELATIVITY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 322 Particles in a gravitational field. Curvilinear coordinates, intervals, covariant differentiation. Christofell symbol and metric ten…

Courses Code: MTS 423 Course Title: FUNCTIONAL ANALYSIS Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 362 A survey of the classical theory matrix spaces (including Baire’s category theorems compactness, separability, isometrics and com…

Courses Code: MTS 441 Course Title: ORDINARY DIFFERENTIAL EQUATIONS Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 342Existence and uniqueness theorem, dependence of solution on initial data and parameter. Properties of solutions. Sturm c…

Courses Code: MTS 461 Course Title: GENERAL TOPOLOGY Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 362 Topological spaces: Neighborhoods and neighborhood systems. Subspace induced topology, Bases, sub-bases continuity. Matric and normed sp…

Courses Code: MTS 424 Course Title: LESBEGUE MEASURE AND THEORY OF INTEGRATION Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT 323 Lesbegue measure for subsets of Rn. Lesbegue integration of real and complex-valued functions defined on subsets o…

Courses Code: MTS 421 Course Title: COMPLEX ANALYSIS II Number of unit : 3 UNITS Course Duration: COURSE DETAILS Course Coordinator: Email: Office Lecturer: College of Natural Science, Department of Mathematical Science Other Lecturer: COURSE SYNOPSISPRQT MTS 311 OR MTS 314 Meromorphic functions. Zeros and poles. Argument principle. Rouche’s theorem. Summation of series. Mittag-Laffler’s theo…