A hybrid iterative-sequential method identifies linear DAE systems from errors-in-variables data by partial lagged-data stacking and iterative diagonal error-covariance estimation.
Yaghjian, Relativistic Dynamics of a Charged Sphere, 2nd ed.,Lect
2 Pith papers cite this work. Polarity classification is still indexing.
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Finite relativistic deceleration requires boundary Schott energy changes in the LAD equation to conserve energy, and the LCHK estimate for extreme deceleration exceeds sustainable limits for uniform proper deceleration.
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DISPCA : A hybrid iterative-sequential approach for the identification of errors-in-variables model of linear DAE systems
A hybrid iterative-sequential method identifies linear DAE systems from errors-in-variables data by partial lagged-data stacking and iterative diagonal error-covariance estimation.
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Relativistic deceleration vs acceleration, Unruh effect observation, and the Schott energy
Finite relativistic deceleration requires boundary Schott energy changes in the LAD equation to conserve energy, and the LCHK estimate for extreme deceleration exceeds sustainable limits for uniform proper deceleration.