Math
499
Independent Project
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Fourth Year
standing; Consent of Department
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3-0-3
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Independent
Project
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The
student works on a mathematical topic
not covered in the regular curriculum.
The student is expected to present one
or more talks before the Department.
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Math-111
Math
385
Analytical
Mechanics
Course description: Virtual work.
Shearing Stress and bending moments.
Space forces. Hydrostatics.
Catenary. Newtonian Mechanics.
Rectilinear motion of a particle.
General motion of a particle in three
dimensions. Non reference System.
Central forces and celestial mechanics.
Dynamics of Systems of many particles.
Mechanics of rigid bodies in two and three
dimensions. Lagrange Mechanics.
Dynamics of oscillating system.
Math104
Mathematics
for Business and Management II
Course description: The Derivative: Limits, Continuity and
Differentiability. Calculation of Derivatives. Optimization and
curve Sketching. More on Derivatives. Integration, Method of
Substitution, Integration by Parts, the Definite Integral, Areas
under Curves, Applications to Business and Economics. (Open
to Business and Administration students only.)
Revisions-Ch15
Results t2
Results Final
Math
407
Dynamic
Programming (including some topics in Operations Research)
Math
103
Mathematics
for Business and Management I
Course description: Review of Algebra. Fractions, Exponents,
Fractional Algebraic operations, Factors, Linear Equations,
Quadratic Equations. Straight Lines, Functions and their
graphs, Logarithms and Exponentials, Arithmetic Progressions and
simple Interest, Geometric Progressions and Compound Interest.
Permutations and Combinations. The Binomial Theorem, Matrices,
Multiplication of Matrices, the Inverse of a Matrix, Determinants.
(Open to Business and Administration students only.)
Physics
219/CS 219 Quantum
Computation
Course description: The theory of quantum information and quantum
computation. Overview of classical information theory, compression
of quantum information, transmission of quantum information through
noisy channels, quantum entanglement, quantum cryptography. Overview
of classical complexity theory, quantum complexity, efficient
quantum algorithms, quantum error-correcting codes, fault-tolerant
quantum computation, physical implementations of quantum
computation.
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