A radial-tangential framework for 2D linear ODEs introduces orthovectors and alternative matrix forms to quantify maximal transient amplification in globally attracting systems and explain instability in nonautonomous cases despite stable frozen-time subsystems.
Quantifying resilience to recurrent ecosystem disturbances using flow–kick dynamics,
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A Radial and Tangential Framework for Studying Transient Reactivity in Two-Dimensional Systems
A radial-tangential framework for 2D linear ODEs introduces orthovectors and alternative matrix forms to quantify maximal transient amplification in globally attracting systems and explain instability in nonautonomous cases despite stable frozen-time subsystems.