## Criteria for approximate solutions of linear time-varying differential systems |

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### Contents

CONCEPTS AND CHARACTERIZATIONS | 4 |

PROPERTIES OF AND RELATIONSHIPS | 20 |

SINGLESIDED SYSTEM | 24 |

2 other sections not shown

### Common terms and phrases

adjoint algebra APPENDIX approximate solutions arbitrary assumed basis set characterization class of systems coefficients component considered constant parameter system continuous functions corresponding defined determined developed diagonal diagonalizable differential equation differential operator differential system elements error function exact solution Figure given impulsive response initial input input-output pair instantaneous mode interval of interest Lemma Liapunov transformation Linear Differential linear system McGraw-Hill method Neumann series nonanticipatory Nonlinear normal normal matrix notation order system ordinary differential Ordinary Differential Equations parameter variations periodic functions perturbation series problem q-s solution represents response function satisfies scalar Section signal slowly-varying solution interval space state-space State-Variable system described techniques TIME-VARYING NETWORKS time-varying systems tion transition matrix turning interval type I analysis uniform error bound uniform norm Vandermonde matrix vector weighting pattern WKB approximation Wronskian y_(t York zero