Conditional subadditivity for submodular functions yields strengthened Szász's and Fischer's inequalities that are strictly tighter than the classical statements for non-diagonal positive definite matrices.
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Dissipativity analysis with the S-procedure yields LMI conditions for simultaneous design of PI controllers with anti-windup, consensus gains, and communication topology in nonlinear DC microgrids.
Introduces target volumetric controllability score and target average energy controllability score as solutions to convex problems on the output Gramian, with reduced-system approximations and brain-network experiments.
Introduces a stabilized element-wise rate estimation method deriving deterministic equivalents for downlink ergodic rates in clustered cell-free networks, with relative error below 6%.
The paper derives feedback conditions that violate topology identifiability for partial and full observations and proposes a distributed design that trades consensus deviation against topology privacy under limited budgets.
An adaptive controller simultaneously identifies the topology of signed dynamical networks and synchronizes their states, with uniform semiglobal practical asymptotic stability of estimation errors.
The paper derives sufficient conditions for consensus and convergence rates in multiplex networks using merged and switching coupling models for coordination games, showing that interlayer interactions can induce or disrupt global agreement depending on layer similarity.
An MPC approach with artificial references enables asymptotic output consensus on periodic exosystem-generated signals for constrained MAS under switching topologies without global information.
Long-term beamforming projection matrices can be optimally computed via matrix inverse square root to maximize capacity bounds, yielding near-instantaneous MMSE performance with far lower overhead in rural uplink ray-tracing simulations.
citing papers explorer
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From Submodularity to Matrix Determinants: Strengthening Han's, Sz\'asz's, and Fischer's Inequalities
Conditional subadditivity for submodular functions yields strengthened Szász's and Fischer's inequalities that are strictly tighter than the classical statements for non-diagonal positive definite matrices.
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Dissipativity-Based Distributed Control and Communication Topology Co-Design for Nonlinear DC Microgrids
Dissipativity analysis with the S-procedure yields LMI conditions for simultaneous design of PI controllers with anti-windup, consensus gains, and communication topology in nonlinear DC microgrids.
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Target Controllability Scores for Actuation-Constrained Network Intervention
Introduces target volumetric controllability score and target average energy controllability score as solutions to convex problems on the output Gramian, with reduced-system approximations and brain-network experiments.
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SERE: A Stabilized Element-Wise Method for Downlink Rate Estimation in Clustered Cell-Free Networks
Introduces a stabilized element-wise rate estimation method deriving deterministic equivalents for downlink ergodic rates in clustered cell-free networks, with relative error below 6%.
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Preserving Topology Privacy of Network Systems by Feedback: Conditions and Distributed Design
The paper derives feedback conditions that violate topology identifiability for partial and full observations and proposes a distributed design that trades consensus deviation against topology privacy under limited budgets.
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Topology Identification of Dynamical Signed Graphs
An adaptive controller simultaneously identifies the topology of signed dynamical networks and synchronizes their states, with uniform semiglobal practical asymptotic stability of estimation errors.
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Coordination Games on Multiplex Networks: Consensus, Convergence, and Stability of Opinion Dynamics
The paper derives sufficient conditions for consensus and convergence rates in multiplex networks using merged and switching coupling models for coordination games, showing that interlayer interactions can induce or disrupt global agreement depending on layer similarity.
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Output Consensus on Periodic References for Constrained Multi-agent Systems Under a Switching Network
An MPC approach with artificial references enables asymptotic output consensus on periodic exosystem-generated signals for constrained MAS under switching topologies without global information.
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Scalable Long-Term Beamforming for Massive Multi-User MIMO
Long-term beamforming projection matrices can be optimally computed via matrix inverse square root to maximize capacity bounds, yielding near-instantaneous MMSE performance with far lower overhead in rural uplink ray-tracing simulations.