A spectrum-invariant diagonalizing transformation and canonical fundamental matrix using dynamic eigenvalues from a Riccati Characteristic Equation unify the treatment of time-varying, time-invariant, and periodic linear systems.
A new approach for analysis and synthesis of time -varying systems
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A Complete Approach to Time Varying Linear Systems
A spectrum-invariant diagonalizing transformation and canonical fundamental matrix using dynamic eigenvalues from a Riccati Characteristic Equation unify the treatment of time-varying, time-invariant, and periodic linear systems.