📄 getvburg.3
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.\" Copyright (c) 1987-1990 Entropic Speech, Inc..\" Copyright (c) 1991-1997 Entropic Research Laboratory, Inc. All rights reserved..\" @(#)getvburg.3 1.4 18 Apr 1997 ESI/ERL.ds ]W (c) 1997 Entropic Research Laboratory, Inc..TH GET_VBURG 3\-ESPSsp 18 Apr 1997.SH NAMEget_vburg \- Compute reflection coefficients using a vector Burg method..SH SYNOPSIS.nf.ft Bget_vburg (x, lnt, r, order, c, rc, pgain, matsiz).brfloat *x;int lnt;double *r;int order;float *c;float *rc;float *pgain;int matsiz;.fi.SH DESCRIPTION.PPThis routine computes the reflection coefficients and the lpcfilter coefficients directly from the data using a Burg-likealgorithm. The resulting reflection coefficients are found to bevery close to those obtained using structured covariance method, so we think of this as a fast approximation to structured covariance..PP\fIget_vburg\fP takes data of size \fIlnt\fP in array \fIx\fP as inputand computes \fIorder\fP reflection coefficients, \fIrc\fP[1] to\fIrc\fP[\fIorder\fP], \fIorder\fP lpc filter coefficients, \fIc\fP[1]to \fIc\fP[\fIorder\fP], the signal \fIpower\fP *r, and the lpc filtergain, *\fIpgain\fP. The parameter \fImatsiz\fP specifies the size ofthe sample covariance matrix that is to be used in obtaining thereflection coefficients (when \fIget_vburg\fP is used in \fIrefcof\fP,\fImatsiz\fP = \fIorder\fP + 1). For more details on this algorithm,see [1]..SH BUGSNone.SH SEE ALSO.PP.nf\fIstrcov_auto\fP(3\-\s-1ESPS\s+1sp), \fIgenburg\fP(3\-\s-1ESPS\s+1sp),\fIestimate_covar\fP(3\-\s-1ESPS\s+1sp), \fIstruct_cov\fP(3\-\s-1ESPS\s+1sp),\fIget_fburg\fP(3\-\s-1ESPS\s+1sp), \fIget_burg\fP(3\-\s-1ESPS\s+1sp),\fIcompute_rc\fP(3\-\s-1ESPS\s+1sp), \fIrefcof\fP(1\-\s-1ESPS\s+1) .fi.SH REFERENCES.\" an internal reference is Shankar Narayan, ETM-S-86-49:ssn, .\" Spectrum Analysis of periodic data,.PP.TP[1]Shankar Narayan and J.P. Burg, "Spectral Estimation of Quasi-PeriodicData", \fIProceedings ICASSP 87\fP, pp. 944-947. .SH AUTHORShankar Narayan
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