A PIE Representation of Coupled Linear 2D PDEs and Stability Analysis using LPIs. - Declan S. Jagt; Matthew M. Peet (ACC, 2022)

L2-Gain Analysis of Coupled Linear 2D PDEs using Linear PI Inequalities. - Declan S. Jagt; Matthew M. Peet (CDC, 2022)

Efficient Data Structures for Exploiting Sparsity and Structure in Representation of Polynomial Optimization Problems: Implementation in SOSTOOLS. - Declan Jagt; Sachin Shivakumar; Peter Seiler 001; Matthew M. Peet (CoRR, 2022)

L2-Gain Analysis of Coupled Linear 2D PDEs using Linear PI Inequalities. - Declan S. Jagt; Matthew M. Peet (CoRR, 2022)

Efficient Data Structures for Representation of Polynomial Optimization Problems: Implementation in SOSTOOLS. - Declan Jagt; Sachin Shivakumar; Peter Seiler 001; Matthew M. Peet (IEEE Control. Syst. Lett., 2022)

A PIE Representation of Scalar Quadratic PDEs and Global Stability Analysis Using SDP. - Declan Jagt; Peter J. Seiler; Matthew M. Peet (CDC, 2023)

Constructive Representation of Functions in N-Dimensional Sobolev Space. - Declan S. Jagt; Matthew M. Peet (CoRR, 2023)

Representation of PDE Systems With Delay and Stability Analysis Using Convex Optimization. - Declan S. Jagt; Matthew M. Peet (IEEE Control. Syst. Lett., 2023)

H∞-Optimal Estimator Synthesis for Coupled Linear 2D PDEs using Convex Optimization. - Declan S. Jagt; Matthew M. Peet (CoRR, 2024)

Representation and Stability Analysis of 1D PDEs with Periodic Boundary Conditions. - Declan Jagt; Sergei Chernyshenko; Matthew M. Peet (CoRR, 2025)