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...l-signal model|small-signal analyses]]: PAC, PSP, PXF, and Pnoise. The PSS analysis works with both [[autonomous circuit|autonomous]] and [[driven circuit|driv PSS is usually used after [[transient analysis]]. ...

...spaces]].<ref>{{cite journal |author=S. Kaijser |title=A New Proof of the Fundamental Lemma of Interpolation Theory |journal=Mathematica Scandinavica |volume=78 The fundamental lemma states the following: ...

...mann, [https://epub.ub.uni-muenchen.de/3849/1/16.pdf A Uniform Approach to Fundamental Sequences and Hierarchies] (1994), Mathematical Logic Quarterly, vol. 40, p Given an ordinal <math>\alpha</math>, a '''fundamental sequence''' for <math>\alpha</math> is a sequence <math>(\alpha[n])_{n\in\m ...

In mathematics, specifically in [[order theory]] and [[functional analysis]], if <math>C</math> is a cone at 0 in a vector space <math>X</math> such t ...a subset of <math>\mathcal{T}</math> then <math>\mathcal{F}</math> is a '''fundamental subfamily''' of <math>\mathcal{T}</math> if every <math>T \in \mathcal{T}</ ...

...logy]] on <math>M</math> that is invariant under translations and admits a fundamental system of neighborhood of <math>0</math> that consists of submodules of <ma ...tor spaces over the normed fields of real or complex numbers in functional analysis."<ref name="exact" /> ...

...time–frequency analysis is an efficient tool for such use. Time–frequency analysis is extended from the classic Fourier approach. [[Short-time Fourier transf ...s the inverse of the period length. Overtones are integer multiples of the fundamental frequency. ...

In [[complex analysis]], a mathematical discipline, the '''fundamental normality test''' gives sufficient conditions to test the normality of a [[ [[Category:Complex analysis]] ...

In the mathematical field of [[functional analysis]], a '''Gelfand–Shilov space''' <math>S_{\alpha}^{\beta}</math> is a space ....|last2=Shilov|first2=G. E.|title=Generalized functions. Vol. 2. Spaces of fundamental and generalized functions|origyear=1958|publisher=[[Academic Press]]|locati ...

...te book|first1=Paul |last1=Malliavin |publisher=Springer |title=Stochastic analysis |place=Berlin, Heidelberg |date=1997 |isbn=3-540-57024-1 |doi=10.1007/978-3 ...te book|first1=Paul |last1=Malliavin |publisher=Springer |title=Stochastic analysis |place=Berlin, Heidelberg |date=1997 |isbn=3-540-57024-1| pages=4–5 |doi=10 ...

...jor drawbacks in the [[boundary element method]] (BEM) which also uses the fundamental solution to satisfy the governing equation. Consequently, both the MFS and ...ious boundary outside the physical domain to circumvent the singularity of fundamental solution, which has seriously restricted its applicability to real-world pr ...

...am space''<ref>Wiener amalgam spaces for the Fundamental Identity of Gabor Analysis by Hans Georg Feichtinger and Franz Luef</ref> with local component <math> ...haracteristic local and global behavior.<ref>Foundations of Time-Frequency Analysis by Karlheinz Gröchenig</ref> ...

...m of a formula or inequality for the Laplacian of the length of the second fundamental form. ...to a local choice of unit normal vector field, {{mvar|h}} is the [[second fundamental form]], {{mvar|H}} is the [[mean curvature]], and {{math|''h''²} ...

In [[functional analysis]], a '''total set''' (also called a '''complete set''') in a [[vector space ...ath> of a [[topological vector space]] <math>X</math> is a total set or '''fundamental set''' if the [[linear span]] of <math>T</math> is [[Dense set|dense]] in < ...

...ecifically in [[functional analysis]] and [[Hilbert space]] theory, the '''fundamental theorem of Hilbert spaces''' gives a necessarily and sufficient condition f == Fundamental theorem == ...

At low power levels, the fundamental output power rises in a one-to-one ratio (in terms of [[decibel|dB]]) of th ...there will be frequencies components off to infinity, for SOI analysis the fundamental and second-order distortion products are the desired results. ...

...[fundamental solutions]], such as [[boundary element method]], [[method of fundamental solutions]] and [[singular boundary method]] in that the former does not re ...on, the BKM removes the controversial artificial boundary in the method of fundamental solutions. Some preliminary numerical experiments show that the BKM can pro ...

...erential equations]] (PDEs), a '''parametrix''' is an approximation to a [[fundamental solution]] of a PDE, and is essentially an approximate inverse to a differe ...r many purposes is almost as good. It is sometimes possible to construct a fundamental solution from a parametrix by iteratively improving it. ...

...theorem''' is a theorem from [[functional analysis]]. The theorem makes a fundamental statement about the [[Dimension (mathematics)|dimension]] of the [[dual spa [[Category:Functional analysis]] ...

{{Short description|Term in numerical analysis}} In [[numerical analysis]], '''order of accuracy''' quantifies the [[rate of convergence]] of a nume ...

In mathematics, specifically in [[order theory]] and [[functional analysis]], if <math>C</math> is a [[Convex cone|cone]] at the origin in a [[topolog ...a subset of <math>\mathcal{T}</math> then <math>\mathcal{F}</math> is a '''fundamental subfamily''' of <math>\mathcal{T}</math> if every <math>T \in \mathcal{T}</ ...