Suggested Topics
Participants of 6.454 may choose to explore any
topic related to area I, including communication, control, signal
processing, and
optimization, and their relations to computer science and machine
learning. The following topics have been suggested by this year's
course organizers and selected references are also provided for each
topic. However, there are a wide range of other interesting
possibilities, and participants are encouraged to make their own
suggestions.
We are currently preparing a list of possible topics for the fall semester.
If you have any ideas for
possible topics please contact the student organizers.
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Communication, Control and the Role of Feedback (Mukul,Pari,Aman)
- -
A. Sahai, "Why block length and delay are not the same thing,"
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A. Sahai and S. Mitter, "The necessity and sufficiency of
anytime capacity for control over a noisy communication link: Part I"
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S. Tatikonda, "Control under Communication Constraints", PhD Thesis
- -
Young-Han Kim, "Feedback capacity of stationary Gaussian channels"
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Schalkwijk, J. and Kailath, T. "A coding scheme for additive noise
channels with feedback--I: No bandwidth constraint"
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Schalkwijk J. "A coding scheme for additive noise channels with
feedback--II: Band-limited signals"
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J. C. Willems, "On Interconnections, Control, and Feedback"
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H. S. Witsenhausen "Separation of Estimation and Control for Discrete
Time Systems"
- Multiple Description Codes (Charles,Sheng,Chung)
- -
L Ozarow, "On a source coding problem with two channels and three
receivers"
- - Abbas A. El Gammal, Thomas M. Cover, "Achievable Rates for Multiple
Descriptions"
- -
J Chen, C Tian, T Berger, S Hemami, "Multiple Description Quantization
via Gram-Schmidt Orthogonalization"
- -
V Goyal, " Multiple Description. Coding: Compression. Meets the Network"
- -
Raman Venkataramani, Gerhard Kramer, Vivek K. Goyal,
"Multiple Description Coding with Many Channels"
- -
B Rimoldi, "Successive Refinement of information: Characterization of
achievable rates"
- -
Y. Frank Dayan, R. Zamir, "Dithered lattice-based quantizers for
multiple descriptions"
- -
V. A. Vaishampayan and J Domaszewicz. "Design of entropy-constrained
multiple-description scalarquantizers"
- -
Y. Steinberg, N Merhav, "On successive refinement for the Wyner-Ziv
Problem"
- -
C Tian, S Diggavi, "On Multistage Successive Refinement
for Wyner-Ziv Source Coding with Degraded Side Informations"
- Wireless Network Models and Scheduling in Networks (Anthony,Krishna)
- -
T Bonald and L Massoulie , "Impact of Fairness on Internet Performance"
- -
F. P. Kelly and R. J. Williams, "Fluid Model for a Network Operating
Under A Fair Bandwidth-Sharing Policy"
- -
L Massoulie, "Structural properties of proportional fairness: stability and insensitivity"
- -
H. C. Gromoll and R. J. Williams. "Fluid Limit of a Network with
Fair Bandwidth Sharing and General Document Size Distributions"
- Random Graphs, K-Sat and Survey Propagation (Emmanuel,Alex)
- - M. Mizard, G. Parisi and R. Zecchina, "Analytic and Algorithmic Solution of Random Satisfiability Problems"
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A. Braunstein, M. Mizard and R. Zecchina, "Survey propagation: An algorithm for satisfiability"
- -
Monasson, R., Zecchina, R., Kirkpatrick, S., Selman, B.,
and Ttroyansky, L., "Determining computational complexity
from characteristic 'phase transitions'"
- -
M. Mezard, F. Ricci-Tersenghi, R. Zecchina, "Alternative solutions to diluted p-spin models and XORSAT problems"
- -
E Friedgut, J Bourgain, "Sharp Thresholds of Graph Properties, and the k-Sat Problem"
- -
A Montanari, D Tse, "Analysis of Belief propagation for non-linear problems: the example of CDMA"
- -
E Maneva, E Mossel and M J Wainwright, "A new look at survey propagation
and its generalizations"
- Compressed Sensing and Sparse Approximation (Sid)
- - Compressed Sensing Resources
at Rice University
- -
Emmanuel Candhs, Justin Romberg and Terence Tao, Robust Uncertainty
Principles: Exact Signal Reconstruction from Highly Incomplete Frequency
Information
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David Donoho, Compressed Sensing