NOTE: THIS DOCUMENT IS OBSOLETE, PLEASE CHECK THE NEW VERSION: "Introduction to Digital Filters with Audio Applications", by Julius O. Smith III, Copyright © 2017-11-26 by Julius O. Smith III - Center for Computer Research in Music and Acoustics (CCRMA), Stanford University
<< Previous page TOC Next page >>
Index
-transform
- Convolution Representation
norms
- Specific Norms
norms
- Specific Norms
- amplitude response
- Frequency Response | Frequency Response
- Banach Space
- Vector Space Concepts
- Cauchy sequence
- Vector Space Concepts
- causal
- Difference Equation | Specific Norms
- Chebyshev norm
- Specific Norms
- cluster point
- Concavity (Convexity)
- concave
- Concavity (Convexity)
- concave error surface
- Concave Norms
- concave functional
- Concavity (Convexity)
- concave hull
- Concavity (Convexity)
- convergence, existence of minimizer
- Concave Norms
- convergence, global
- Concave Norms
- difference equation
- Difference Equation
- difference equation coefficients
- Difference Equation
- filter
- Introduction to Digital Filter
- filter coefficients
- Difference Equation
- filter delay for amplitude envelopes
- Phase Delay and Group
- filter order
- Difference Equation
- filter power response
- Frequency Response
- filter time delay
- Phase Delay and Group
- frequency response
- Frequency Response
- Frobenious norm
- Specific Norms
- functional
- Concavity (Convexity)
- global convergence, conditions for
- Concave Norms
- global minimizer
- Concavity (Convexity)
- gradient
- Gradient Descent
- Gradient Method
- Gradient Descent
- group delay
- Phase Delay and Group
- Hankel matrix
- Specific Norms
- Hankel norm
- Specific Norms
- Hessian
- Gradient Descent
- impulse
- Difference Equation
- impulse response
- Difference Equation
- induced norm
- Specific Norms
- linear
- Linearity and Time-Invariance
- linear filter
- Linearity and Time-Invariance
- linear functional
- Concavity (Convexity)
- linear space
- Vector Space Concepts
- local minimizer
- Concavity (Convexity)
- LTI filters
- Linearity and Time-Invariance
- metric space
- Vector Space Concepts
- Newton's method
- Newton's Method
- norm
- Vector Space Concepts
- normed linear space
- Vector Space Concepts
- outer disk
- Positive Real Functions
- phase delay
- Phase Delay and Group
- phase response
- Frequency Response | Frequency Response
- phase response at zero frequency
- Phase Delay and Group
- positive real
- Positive Real Functions
- pseudo-norm
- Vector Space Concepts
- real filter
- Difference Equation
- root mean square norm
- Specific Norms
- Schur function
- Relation to Schur Functions
- signal
- Introduction to Digital Filter
- spectral norm
- Specific Norms
- stable
- Difference Equation
- stationary point
- Gradient Descent
- strictly concave functional
- Concavity (Convexity)
- time-invariant
- Linearity and Time-Invariance
- transfer function
- Convolution Representation
- uniform norm
- Specific Norms
- uniformly concave
- Concavity (Convexity)
- weighted
- Specific Norms