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Index


Banach Space : 1
Cauchy sequence : 1
causal : 1.1
Chebyshev norm : 1.1
cluster point : 2
concave : 2
concave error surface : 2.1
concave functional : 2
concave hull : 2
convergence, existence of minimizer : 2.1
convergence, global : 2.1
Frobenious norm : 1.1
functional : 2
global convergence, conditions for : 2.1
global minimizer : 2
gradient : 3
Gradient Method : 3
Hankel matrix : 1.1
Hankel norm : 1.1
Hessian : 3
induced norm : 1.1
linear functional : 2
linear space : 1
local minimizer : 2
metric space : 1
Newton's method : 5
norm : 1
normed linear space : 1
pseudo-norm : 1
root mean square norm : 1.1
spectral norm : 1.1
stationary point : 3
strictly concave functional : 2
uniform norm : 1.1
uniformly concave : 2


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``Elementary Gradient-Based Parameter Estimation'', by Julius O. Smith III, from ``Techniques for Digital Filter Design and System Identification, with Application to the Violin,'' Julius O. Smith III, Ph.D. Dissertation, CCRMA, Department of Electrical Engineering, Stanford University, June 1983.
Copyright © 2006-01-03 by Julius O. Smith III
Center for Computer Research in Music and Acoustics (CCRMA),   Stanford University
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