Detail publikace

Algebraic Propositions for Analysis of Linear-Phase FIR Filters

Originální název

Algebraic Propositions for Analysis of Linear-Phase FIR Filters

Anglický název

Algebraic Propositions for Analysis of Linear-Phase FIR Filters

Jazyk

en

Originální abstrakt

Several algebraic propositions from the theory of reciprocal equations are conceived in this contribution. Applying them to the z-domain system functions of discrete-time FIR filters with the symmetric and antisymmetric impulse responses yields basic conditions and rules that have to be fulfilled to reach in principle the linear phase of filters with prescribed amplitude frequency responses.

Anglický abstrakt

Several algebraic propositions from the theory of reciprocal equations are conceived in this contribution. Applying them to the z-domain system functions of discrete-time FIR filters with the symmetric and antisymmetric impulse responses yields basic conditions and rules that have to be fulfilled to reach in principle the linear phase of filters with prescribed amplitude frequency responses.

BibTex


@inproceedings{BUT18959,
  author="Dalibor {Biolek} and Viera {Biolková} and Zdeněk {Kolka}",
  title="Algebraic Propositions for Analysis of Linear-Phase FIR Filters",
  annote="Several algebraic propositions from the theory of
reciprocal equations are conceived in this contribution. Applying them to the z-domain system functions of discrete-time FIR filters with the symmetric and antisymmetric impulse
responses yields basic conditions and rules that have to be fulfilled to reach in principle the linear phase of filters with prescribed amplitude frequency responses.",
  address="IEEE",
  booktitle="MWSCAS 2006 Proceedings of the 49th IEEE International Midwest Symposium on Circuits and Systems",
  chapter="18959",
  institution="IEEE",
  year="2006",
  month="august",
  pages="167--169",
  publisher="IEEE",
  type="conference paper"
}