IE 706
A Queueing Approach to
Performance Analysis
Sect
101 Call# 14123
Fall 2005
Meetings: Wednesday
Instructor: Jian Yang
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Office: GITC 2514; Office Hours:
Wednesday
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Telephone:
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Email: yang@adm.njit.edu
Web Page: http://www-ec.njit.edu/~yang/teaching/ie706/ie706.html
Course Summary: Basics of the Queueing Theory and its
applications
Text:
Kleinrock, L. 1975. Queueing Systems, Volume I:
Theory. John Wiley & Sons,
References:
Ahlfors, L.V. 1966. Complex Analysis, 2nd Edition.
Feller, W. 1968. An Introduction to Probability
Theory and its Applications, 3rd Edition,
Determination of Grade:
·
Two homework assignments at 30 points each
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One term paper titled as well as its presentation at 40 points
The proposed
letter grade assignment is as follows:
F 0--39.999
C 40--59.999
C+ 60--64.999
B 65--79.999
B+ 80--84.999
A 85--100
Late assignments will be penalized 20 points (on the 100 point scale) if
turned in up to
Tentative Course Progress:
|
Date |
Coverage |
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1.
|
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2.
Review of Probability Theory, Part I |
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3.
Review of Probability Theory, Part II |
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4.
Some Important Random Processes |
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5. Continuous-time Markov Chains |
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6.
Birth-death Queueing Systems in Equilibrium |
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7. Markovian Queues in
Equilibrium, Part I |
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Review Class and HW1 due |
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8.
Markovian Queues in Equilibrium, Part II |
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9. The M/G/1
Queue, Part I |
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No
Class, Self Study |
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10. The M/G/1 Queue, Part II |
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11.
The G/M/m Queue |
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12.
The G/G/1 Queue |
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Review Class, and term paper
and HW2 due |
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Final Presentation |