Presents an equilibrium-free contraction stability method for GFM converter microgrids via symmetry-aware projection and blockwise Jacobian decomposition, yielding forward-invariant certificates for autonomous and disturbed operation.
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SiFo pretrains a CSI feedback model on source sites and uses RSRP-based user matching to calibration memory for site-specific subspace guidance at target sites without parameter updates.
Upper and lower bounds on capacity of quantized MIMO ISAC are tight at low SNR, saturate at high SNR due to quantization, and i.i.d. Gaussian signaling is near-optimal; closed-form LMMSE also saturates under Kronecker model.
Signal transforms are unified as eigenbases of group-invariant covariances via representation theory and the Peter-Weyl theorem within the introduced Algebraic Diversity framework, with an algorithm to discover the matched group.
The work introduces k-hop prescribed performance observers that let decentralized controllers enforce cooperative STL specifications on heterogeneous multi-agent systems despite bounded disturbances and limited communication.
citing papers explorer
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Equilibrium-Free Contraction Stability Analysis for Grid-Forming Converter-Based Microgrids
Presents an equilibrium-free contraction stability method for GFM converter microgrids via symmetry-aware projection and blockwise Jacobian decomposition, yielding forward-invariant certificates for autonomous and disturbed operation.
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SiFo: Wireless Foundation Model for Low-Overhead Site-Specific CSI Feedback
SiFo pretrains a CSI feedback model on source sites and uses RSRP-based user matching to calibration memory for site-specific subspace guidance at target sites without parameter updates.
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Fundamental Limits of Quantized MIMO ISAC under Gaussian Signaling
Upper and lower bounds on capacity of quantized MIMO ISAC are tight at low SNR, saturate at high SNR due to quantization, and i.i.d. Gaussian signaling is near-optimal; closed-form LMMSE also saturates under Kronecker model.
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Unification of Signal Transform Theory
Signal transforms are unified as eigenbases of group-invariant covariances via representation theory and the Peter-Weyl theorem within the introduced Algebraic Diversity framework, with an algorithm to discover the matched group.
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Control of Multi-agent Systems under STL Specifications based on Prescribed Performance Observers
The work introduces k-hop prescribed performance observers that let decentralized controllers enforce cooperative STL specifications on heterogeneous multi-agent systems despite bounded disturbances and limited communication.