Dr.Aye Aye Yu
Position : Professor (Head)
Education : Ph.D
Thesis Title : Oscillatory Solutions Of Hyperbolic Conservation Laws
Thesis Abstract : Click Here
Current Research Project :
1.Mathematics and Automatics Traffic Light Control System Using Image Processing
2.Cascaded of ODE-PDE Systems Boundary Control Matched Disturbance
Current Research Project
|Dr Thin Thin Soe||Associate Professor||Ph.D||Operator Splitting Methods For -Advection-Diffusion-Reaction Equations||[email protected]|
|Dr. Seinn Seinn Myint||Associate Professor||Ph.D||Certain Nonlinear Delay Differential Equations||seinnseinnmyint.math @gmail.com|
|Dr Khin Win Maw||Associate Professor||Ph.D||Fuzzy Graphs And Their Complements||[email protected]|
|Daw Khin Thit Thit Tin||Associate Professor||M.Sc||[email protected]|
|Daw Khin Than Myint||Lecturer||M.Sc||F(n) Space||[email protected]|
|Daw Aye Hlaing||Lecturer||M.Sc||Convergence of Convex Sets And of Solutions of Variational Inequalities||[email protected]|
|Dr Yi Yi Lwin||Lecturer||Ph.D||Some Numerical Approximations For Conservstion Laws||[email protected]|
|Daw Sandar Lwin||Lecturer||M.Sc||Parametric Interval Estimation||[email protected]|
|Daw Sandar Myint||Lecturer||M.Sc||[email protected]|
|Daw San San Tint||Lecturer||M.Sc||[email protected]|
|Daw Pyae Pyae Phyo||Lecturer||M.Sc||[email protected]|
|Daw Pan Zar Phyu||Lecturer||M.Sc||Posets And Lattices||[email protected]|
|Dr. Aye Aye Khaing||Lecturer||Ph.D||A Study on Some General Mappings||[email protected]|
|Dr. Wah Wah Myint Oo||Lecturer||Ph.D||Spanning Trees with a Bounded Number of Leaves in a Quasi Claw-free Graph||[email protected]|
|Dr. Thwe Thwe Aung||Lecturer||Ph.D||Investigation On Integral Domains Whose Simple Overrings Have A Specified Property||[email protected]|
|Dr. Hnin Ye Khaing||Lecturer||Ph.D||Time Dependent Drift-Diffusion Model for Semiconductors||[email protected]|
|U Tin Tun Win||Lecturer||M.Sc||Analytical Solutions Of Higher Order Differential Equations||[email protected]|
|Daw Yupar Phyo||Lecturer||M.Sc||Numerical Solutions Of Initial-Value Problems For Ordinary Differential Equations||[email protected]|
|Daw Nay Nwe Lin||Lecturer||M.Res||A study on almost nearly continuous multifunctions and related properties||[email protected]|
|Daw Nandar Nyein Thu||Lecturer||M.Sc||Posets And Lattices||A Case Study Dropout Rates Of Dagon University and East Yangon University||[email protected]|
|Daw San Thiri Phyo||Lecturer||M.Res||Orthogonality Of Chebyshev Polynomials||[email protected]|
|Daw Thazin Nu Wai||Lecturer||M.Sc||Investigation on Two-Dimensional Vortex Motion||[email protected]|
|Dr. Ei Ei Nyein||Lecturer||Ph.D||Quasi -Contractive Multi-Valued Operators and Related Fixed Point Theory||[email protected]|
|Daw Thet Thet Win||Lecturer||M.Res||A Study on Solutions of Travelling Wave||[email protected]|
|Dr. Aye Aye Than||Assistant Lecturer||Ph.D||Control of Coupled PDE Systems with Observation Delay||1. Automatics Traffic Light Control System
2. Stabilization of Coupled Distributed Parameter Systems
3. Cascaded of ODE-PDE Systems Boundary Control Matched
Mathematics and Automatics Traffic Light Control System Using Image Processing
|Daw Myo Myo Aye||Assistant Lecturer||M.Res||The Binomial Tree Method to Option Pricing||[email protected]|
|Daw Yee Yee Thin||Tutor||M.Sc||Some Method To Solve Non- Homogeneous Wave Equations||[email protected]|
|Daw Hnin Thinzar Zaw||Tutor||M.Sc||Some Conjectures Involving Prime Numbers||[email protected]|
|Daw Hnin Ei Soe Than||Tutor||M.Sc||A Study On Sequences In 2-Normed Spaces||[email protected]|
|Daw Pa Pa Zin||Tutor||M.Res||Classical And Nonclassical Shock Waves Of Riemann Problem For Conservation Laws||[email protected]|
|Daw Mu Mu Han||Tutor||M.Sc||A Study On The Tidal Waves||[email protected]|
|Daw Cherry Hnin||Tutor||M.Sc||2k Factorial Experiments With Some Applications||[email protected]|
|Daw Min Min Than||Tutor||M.Sc||Banach Fixed Point Theorem And Some Applications||[email protected]|
|Daw Chaw Chaw Khaing Oo||Tutor||M.Sc||A Study On Boundary Layer In Compressible Viscous Fluid||[email protected]|
|Daw Su Mon Aung||Tutor||M.Sc||Irreducible Polynomials And Reducible Polynomials In A Ring||[email protected]|
|Daw Ei Mon Cho||Tutor||M.Sc||A Survey Of Open Sets And Closed Sets In Topological Spaces||[email protected]|
|Daw Su Lae Mon||Tutor||M.Sc||A Study On The Basic Partial Differential Equations And Weak Soiutions Of Elliptic Problems||[email protected]|
|U Kyaw Myat Maung||Tutor||M.Sc||A Study On Rectilinear Vortex Motion||[email protected]|
|Daw Pyone Mon Zaw||Tutor||M.Sc||A Study On Stability Of Zero Solutions||[email protected]|
|Daw Thwe Thwe Tun||Tutor||M.Sc||Applications Of Conformal Mapping||[email protected]|
|Daw Saung Yamone||Tutor||M.Sc||Solving Some Roblems Of Transport Networks||[email protected]|
|Daw Swe Swe Thet||Tutor||M.Sc||Applications Of Blasius’ Theorem In Two -Dimensional Fluid Motion||[email protected]|
|Daw Nandar Hlaing||Tutor||M.Sc||A Study On Irreducible Ring Of Endomorphisms||[email protected]|
|Daw May Thu Kyaw||Tutor||M.Sc||A Study On Euclidean And Factorization Domains||[email protected]|
|Daw Khin Yee Mon||Tutor||M.Sc||Some Applications Of Convex Programming||[email protected]|
- B.Sc. / B.Sc. (Hons) in Mathematics
- B.Sc. (Hons) in Hydrology
- B.Sc. / B.Sc. (Hons) in Sport Science
- M.Sc. and M.Res. in Mathematics
B.Sc. in Mathematics
B.Sc. (Honours) in Mathematics
Students who passed second year with GPA ≥4 are eligible to attend B.Sc. (Honours) classes for three more years. After finished successfully, they are earned B.Sc. (Hons) degree majoring in Mathematics.
M.Sc. in Mathematics
Analytic Geometry: lines, circles, conic sections, translation of coordinate axes, rotation of coordinate axes.
Calculus: limits, continuity exponential, logarithmic, hyperbolic functions and their inverse, differentiation of inverse trigonometric functions, differentiation of exponential, L’Hopital’s rule, Taylor series.
Analytical Solid Geometry: three dimensional Cartesian coordinate system, lines, planes, quadric surfaces.
Statics: statics of a particle, tension of a string, friction, moment and couples, centre of gravity, statics of a rigid body in a plane, jointed rods, virtual works and stability.
Celestial Sphere: altitude and azimuth, declination and hour angle, diagram for the southern hemisphere, circumpolar stars, the standard or geocentric celestial sphere, right ascension and declination, the earth’s orbits, celestial latitude and longitude, sidereal time, mean solar time, hour angle of a heavenly body, rising and setting, and Twilight.
Dynamics: kinematics of a particle, relative velocity, mass, momentum and force, Newton’s law of motion, work, power and energy, impulsive force, projectiles, simple harmonic motions, kinematics of a particle in two dimensions, and kinetic of a particle in two dimensions.
Trees: introduction, terminology and characterizations of trees, spanning trees, minimal spanning trees, binary trees.
Time: sidereal time, the mean sun, the sidereal year and the tropical year, relation between mean and sidereal time, the calendar, the Julian date, the equation of time, the seasons.
(b) Probability spaces, Mutually exclusive and independent events, Conditional probability, Discrete and continuous random variable, Density function, Distribution function, Expectation and variance, Some useful distribution function, Some useful inequalities, Generating functions and characteristic functions.
(b) Law of large numbers, Order in probability, Poisson process, Branching process, Birth and death process, Random walks.
(a) Compact operators, Fredholm operators, Unbounded operators, Semigroup.
(b) Computational Mathematics: Numerical Linear Algebra
(b) Linear Programming: basic concepts, fundamental theorem of linear programming, simplex method, revised simplex method, duality theorem, complementary slackness theorem, sensitivity analysis, dual simplex method, primal dual algorithms, Integer Programming branch and bound algorithms, cutting plane methods.