(Signal Processing Toolbox)

converting from filter coefficients

autocorrelation sequence

converting from reflection coefficients

converting to filter coefficients

converting to reflection coefficients

autocovariance

autoregressive (AR) model

via Burg method <1> <2>

via covariance method <1> <2>

via modified covariance method <1> <2>

via Yule-Walker AR method <1> <2>

B

bandlimited interpolation

bandpass filter

Bessel

Butterworth <1> <2>

FIR design, with window method

transformation from lowpass to

bandstop filter

Bessel

Butterworth <1> <2>

FIR design, with window method

transformation from lowpass to

bartlett <1> <2>

Bartlett window

Bessel filter

bandpass configuration, analog

bandstop configuration, analog

highpass configuration, analog

lowpass configuration, analog

besselap <1> <2>

besself <1> <2>

bilinear <1> <2>

bilinear transformation

output representation

prewarping

blackman <1> <2>

Blackman window

boxcar <1> <2>

buffering

buttap <1> <2>

butter <1> <2>

Butterworth filter

bandpass configuration

bandstop configuration

highpass configuration

lowpass configuration

carrier frequency <1> <2>

buttord <1> <2>

C

canonical forms

carrier signal

Cauer filter. See elliptic filter

cceps <1> <2>

cheb1ap <1> <2>

cheb1ord <1> <2>

cheb2ap <1> <2>

cheb2ord <1> <2>

chebwin <1> <2>

cheby1 <1> <2>

cheby2 <1> <2>

Chebyshev error minimization

Chebyshev type I filter

bandpass configuration

bandstop configuration

highpass configuration

lowpass configuration

Chebyshev type II filter

bandpass configuration

bandstop configuration

highpass configuration

for narrowband frequency analysis

lowpass configuration

chirp <1> <2>

chirp z-transform (CZT)

coefficients

correlation

filter <1> <2> <3> <4>

linear prediction

reflection <1> <2> <3> <4>

sequence

cohere <1> <2>

coherence

communications simulation <1> <2>

complex conjugate

complex numbers, grouping by conjugate

Control Systems Toolbox

conv <1> <2>

conv2 <1> <2>

conversion

autocorrelation sequence to filter coefficients

autocorrelation sequence to reflection coefficients

filter coefficients to autocorrelation sequence

filter coefficients to reflection coefficients <1> <2>

reflection coefficients to autocorrelation sequence

second-order sections to state-space

second-order sections to transfer function

second-order sections to zero-pole-gain

state-space to second-order sections

state-space to zero-pole-gain

transfer function to lattice

transfer function to second-order sections

transfer function to state-space

zero-pole-gain to second-order section

zero-pole-gain to state-space

convmtx <1> <2>

convolution

corrcoef <1> <2>

correlation

coefficient matrix

cov <1> <2>

covariance

matrix

cplxpair <1> <2>

cremez <1> <2>

cross spectral density

cross-correlation

identification from frequency data

cross-covariance

csd <1> <2>

cutoff frequency

defined

czt <1> <2>

D

dct <1> <2>

decimate <1> <2>

deconv <1> <2>

demod <1> <2>

dftmtx <1> <2>

differentiator <1> <2>

digital filter

implementation <1> <2>

order estimation

diric <1> <2>

discrete cosine transform (DCT)

inverse

discrete Fourier transform (DFT)

dpss <1> <2>

dpssdir <1> <2>

dpssload <1> <2>

dpsssave <1> <2>

E

ellip <1> <2>

ellipap <1> <2>

ellipord <1> <2>

elliptic filter

bandpass configuration

bandstop configuration

highpass configuration

lowpass configuration

from Parks-McClellan design

equiripple characteristics

elliptic filter <1> <2>

estimation methods

parametric

Burg method

covariance method

modified covariance method

Yule-Walker method

F

fast Fourier transform (FFT)

prime factor algorithm

radix-2 algorithm

FFT. See fast Fourier transform

fft <1> <2>

execution time

prime factor algorithm

radix-2 algorithm

rearranging output

fft2 <1> <2>

fftfilt <1> <2>

compared to filter

fftshift <1> <2>

filter

analog prototype <1> <2> <3> <4> <5>

Butterworth

Chebyshev type I

Chebyshev type II

design

FIR

inverse <1> <2>

elliptic

identification from frequency data

implementation <1> <2>

median

minimum phase

order <1> <2> <3> <4>

Savitzky-Golay <1> <2>

second-order sections

converting from autocorrelation sequence

filter <1> <2>

compared to fftfilt

initial conditions

filter coefficients

converting to autocorrelation sequence

converting to reflection coefficients <1> <2>

Filter Designer

Filter Viewer

filter2 <1> <2>

filtfilt <1> <2>

filtic <1> <2>

FIR filter

arbitrary frequency response

design

multiband frequency response

Parks-McClellan method

window method

differentiator <1> <2>

Hilbert transformer <1> <2>

order estimation, remez function

types <1> <2>

FIR filter design

arbitrary responses

complex filters

nonlinear phase

fir1 <1> <2>

fir2 <1> <2>

fircls <1> <2>

fircls1 <1> <2>

firls <1> <2>

filter characteristics

firrcos <1> <2>

freqs <1> <2>

freqspace

frequency

carrier <1> <2>

prewarping

transformation <1> <2> <3> <4>

vector <1> <2> <3>

frequency analysis

time-dependent

frequency demodulation

frequency response

frequency transformation

freqz <1> <2>

G

gauspuls <1> <2>

Gauss-Newton method <1> <2>

group delay

grpdelay <1> <2>

H

hamming <1> <2>

hanning <1> <2>

highpass filter

transformation from lowpass to

FIR design

with window method

hilbert <1> <2>

Hilbert transform

Hilbert transformer <1> <2>

I

icceps <1> <2>

idct <1> <2>

ifft <1> <2>

ifft2 <1> <2>

IIR filter

design

Levinson-Durbin recursion

Prony's method

Steiglitz-McBride iteration

impinvar <1> <2>

impz <1> <2>

instantaneous attributes

interactive tools

interp <1> <2>

intfilt <1> <2>

inverse discrete cosine transform

inverse discrete Fourier transform

matrix

inverse filter design <1> <2>

Lagrange interpolation filter

invfreqs <1> <2>

invfreqz <1> <2>

K

kaiser <1> <2>

Kaiser window

beta parameter

kaiserord <1> <2>

L

latc2tf <1> <2>

latcfilt <1> <2>

lattice form

converting from transfer function

least squares method, FIR filter design

filter characteristics

levinson <1> <2> <3>

Levinson-Durbin recursion <1> <2>

linear phase

filter design

linear prediction coefficients

lowpass filter

Bessel

Butterworth <1> <2>

translation of cutoff frequency

for decimation

for interpolation

lp2bp <1> <2>

lp2bs <1> <2>

lp2hp <1> <2>

lp2lp <1> <2>

lpc <1> <2>

LPC. See linear prediction coefficients

M

magnitude

vector <1> <2> <3>

match frequency (for prewarping)

matrices

convolution

correlation coefficient

covariance

discrete Fourier transform

inverse discrete Fourier transform

maxflat <1> <2>

medfilt1 <1> <2>

median filter

message signal

minimum phase filter

models

autoregressive <1> <2> <3> <4>

via Burg method

via covariance method

via modified covariance method

via Yule-Walker AR method

modulate

modulation

methods

N

normalization

correlation <1> <2>

O

oscillator, voltage controlled

overlap-add method, FIR filter implementation

P

parametric modeling

time-domain based

Burg method

covariance method

modified covariance method

Yule-Walker method

Parks-McClellan method, FIR filter design

partial fraction form

pburg <1> <2>

pcov <1> <2>

periodic sinc function

phase

computing with angle

plot

pmcov <1> <2>

pmtm <1> <2>

pmusic <1> <2>

poly2ac <1> <2>

poly2rc <1> <2>

polynomial

division

multiplication

stabilization

polystab <1> <2>

power spectral density

estimation by Burg method

estimation by covariance method

estimation by modified covariance method

estimation by Yule-Walker AR method

prony <1> <2>

prototype

Chebyshev type I filter

Chebyshev type II filter

elliptic filter

psd. See pwelch

pulse time demodulation

pulse time modulation

pulse train generator

pulse width demodulation

pulse width modulation

pulstran <1> <2> <3> <4> <5> <6> <7> <8> <9> <10> <11>

pwelch <1> <2>

pyulear <1> <2>

Q

quadrature amplitude demodulation

quadrature amplitude modulation

R

raised cosine filter design

rc2poly <1> <2>

rceps <1> <2>

real cepstrum

rebuffering

rectangular window

rectpuls <1> <2>

reflection coefficients

converting from autocorrelation sequence

converting from filter coefficients <1> <2>

converting to autocorrelation sequence

remez <1> <2>

filter characteristics