5 problems
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Time-average code-length conjecture for zero-delay LQG quantizer coding
Time-average code-length conjecture. The time-average expected codeword lengths should satisfy
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Zero-delay coding conjecture for asymptotically stationary quantizer outputs
Zero-delay coding conjecture. This scheme should achieve the same bitrates predicted by Theorem IV.3(ii) of the source-coding architecture.
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Minimality of optimal controllers in random LQG instances
For an LQG instance, let be the solution of the optimal algebraic Riccati equations. The realization is minimal w…
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Extension of time-invariant achievability to MIMO plants and nonsingular codes
A time-invariant prefix code is used for feedback in a scalar linear-quadratic-Gaussian control system, and an achievability argument establishes near-minimum bitrate performance w…
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Bounded-SNR conjecture for slow dynamics in decentralized scalar LQG control
Bounded-SNR conjecture. The SNR is bounded, and implicit communication may not be crucial for constant-ratio optimality.