All Stories

  1. Maximum Hands-Off Control With Time-Space Sparsity
  2. Maximum Hands-Off Distributed Control for Consensus of Multiagent Systems with Sampled-Data State Observation
  3. Min–Max Design of Error Feedback Quantizers Without Overloading
  4. Digital Control
  5. Discrete-Valued Model Predictive Control Using Sum-of-Absolute-Values Optimization
  6. Discrete-valued control via convex optimization
  7. Synthesis of IIR error feedback filters for ΔΣ modulators using approximation
  8. Consensus by maximum hands-off distributed control with sampled-data state observation
  9. Symbol Detection for Faster-Than-Nyquist Signaling by Sum-of-Absolute-Values Optimization
  10. Tracking of signals beyond the Nyquist frequency
  11. Theoretical analysis of maximum hands-off control
  12. Massive overloaded MIMO signal detection via convex optimization with proximal splitting
  13. Maximum hands-off control without normality assumption
  14. Sparse control for discrete-time systems
  15. Multiuser detection by MAP estimation with sum-of-absolute-values relaxation
  16. A novel optimal control method based on sparsity
  17. Computation of maximum hands-off control
  18. Digital repetitive controller design via sampled-data delayed signal reconstruction
  19. Faster-than-nyquist signaling by sum-of-absolute-values optimization
  20. Value function in maximum hands-off control for linear systems
  21. Sampled-data H∞optimization for self-interference suppression in baseband signal subspaces
  22. Continuity of the value function in sparse optimal control
  23. Loop-back interference suppression for OFDM signals via sampled-data control
  24. A Simple Way to Discrete Signal Reconstruction
  25. Robustness and sparsity in smoothing spline
  26. Sampled-data H∞ design of couplingwave cancelers in single-frequency full-duplex relay stations
  27. A sparsity method for networked control
  28. Maximum hands-off control and L1 optimality
  29. Optimal design of fractional delay filters
  30. Optimal discretization of analog filters via sampled-data H∞ control theory
  31. A User's Guide to Compressed Sensing for Communications Systems
  32. Packetized predictive control for rate-limited networks via sparse representation
  33. H∞ control of microgrids involving gas turbine engines and batteries
  34. A bridge between control and signal processing
  35. Delta-sigma modulation meets robustness
  36. H∞-Optimal Fractional Delay Filters with Application to Pitch Shifting*
  37. Erratum to “Signal Reconstruction via $H^{\infty}$ Sampled-Data Control Theory—Beyond the Shannon Paradigm” [Feb 12 613-625]
  38. Compressive sampling for networked feedback control
  39. Beyond the Shannon paradigm
  40. Compressive Sampling for Remote Control Systems
  41. Sparse command generator for remote control
  42. Min-Max Design of FIR Digital Filters by Semidefinite Programming
  43. Link Quality Classifier with Compressed Sensing Based on \ell_1-\ell_2 Optimization
  44. H∞ optimal approximation for causal spline interpolation
  45. H^|^infin; Design of Periodically Nonuniform Interpolation and Decimation for Non-Band-Limited Signals
  46. Sparse Representations for Packetized Predictive Networked Control
  47. Pitch Shifting by H∞-Optimal Variable Fractional Delay Filters
  48. YYFest [Conference Reports]
  49. YY Filter — A Paradigm of Digital Signal Processing
  50. Robust repetitive control by Sampled-data H∞ filters
  51. Optimal noise shaping in Δ∑ Modulators via generalized KYP lemma
  52. Interpolation of nonuniformly decimated signals via sampled-data H∞ optimization
  53. Hybrid design of filtered-x adaptive algorithm via sampled-data control theory
  54. Optimal wavelet expansion via sampled-data H∞ control theory
  55. Causal Spline Interpolation by H# Optimization
  56. Causal Spline Interpolation by Hα Optimization
  57. Optimal Wavelet Expansion via Sampled-Data Control Theory
  58. Optimizing FIR approximation for discrete-time IIR filters
  59. Optimal Design of Fractional Delay FIR Filters without Band-Limiting Assumption
  60. Optimal design of fractional delay filters