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Minimum phase
Known as:
Minimum phase filter
, Maximum phase
, Nonminimum phase
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In control theory and signal processing, a linear, time-invariant system is said to be minimum-phase if the system and its inverse are causal and…
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Related topics
Related topics
20 relations
All-pass filter
BIBO stability
Blind equalization
Bode plot
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Broader (2)
Control theory
Digital signal processing
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2011
2011
Design of Sliding Mode Controller to Chemical Processes for Improved Performance
B. Musmade
,
R. Munje
,
B. Patre
2011
Corpus ID: 53323321
This paper presents design of continuous-time sliding mode controller for chemical processes which are adequately approximated by…
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2007
2007
HOSM driven output tracking in the nonminimum-phase causal nonlinear systems
S. Baev
,
Y. Shtessel
,
J. I. Shkolnikov
IEEE Conference on Decision and Control
2007
Corpus ID: 25362635
Asymptotic output tracking in a class of causal nonminimum-phase uncertain nonlinear systems is addressed via higher order…
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2006
2006
An$H_infty $Control Strategy for Switching Converters in Sliding-Mode Current Control
Enric Vidal-Idiarte
,
Luis Martinez-Salamero
,
J. Calvente
,
A. Romero
IEEE transactions on power electronics
2006
Corpus ID: 44210818
The design of a two-loop control for nonminimum phase-switching converters is presented in this letter. An internal sliding-mode…
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2005
2005
Performance bounds for feedback control of non-minimum phase MIMO systems with arbitrary delay structure
Eduardo I. Silva
,
M. Salgado
2005
Corpus ID: 42358753
The paper derives 2-norm performance bounds for the feedback control of discrete-time MIMO non-minimum phase (NMP) systems with…
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Highly Cited
1998
Highly Cited
1998
A high-speed, low-power clock generator for a microprocessor application
V. V. Kaenel
IEEE J. Solid State Circuits
1998
Corpus ID: 62065896
This paper discusses the design of the clock generator for the Alpha 21264. As the speed performances are of primary concern in…
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1997
1997
Two-channel blind deconvolution of nonminimum phase FIR systems
K. Furuya
,
Yutaka Kaneda
1997
Corpus ID: 118470474
1994
1994
Nonminimum phase channel deconvolution using the complex cepstrum of the cyclic autocorrelation
D. Hatzinakos
IEEE Transactions on Signal Processing
1994
Corpus ID: 19509394
New discrete time blind deconvolution methods are proposed for nonminimum phase linear channels driven by cyclo-stationary inputs…
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1986
1986
The poles of symmetric linear prediction models lie on the unit circle
P. Stoica
,
A. Nehorai
IEEE Transactions on Acoustics Speech and Signal…
1986
Corpus ID: 17463716
Symmetric linear prediction models have their poles on the unit circle. A simple proof of this result is presented.
1981
1981
Seismic source decomposition
P. Stoffa
,
A. Ziolkowski
1981
Corpus ID: 102341881
We exploit the differences that exist between the radiation fields of a point source and an array to design a time‐separated…
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1980
1980
Theoretical considerations on model algorithmic control for nonminimum phase systems
R. Mehra
,
R. Rouhani
1980
Corpus ID: 117896144