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- .../ref><ref>{{Cite book | last1 = Reiser | first1 = M.| chapter = Mean Value Analysis: A Personal Account | doi = 10.1007/3-540-46506-5_22 | title = Performance ...ef>{{cite journal | last = Schweitzer | first = Paul | title = Approximate analysis of multiclass closed networks of queues | journal = Proceedings of Internat ...12 KB (1,705 words) - 09:12, 5 March 2024
- ...this case, the sub-field of hypercomplex analysis is called [[quaternionic analysis]]). A second instance involves functions of a [[motor variable]] where arg ...y of functions with arguments from a Clifford algebra is called [[Clifford analysis]]. ...4 KB (538 words) - 07:23, 12 January 2025
- ...pplies principles of [[thermodynamics]] and maximal [[entropy]]. Surprisal analysis is capable of relating the underlying microscopic properties to the macrosc ...nce its formulation, surprisal analysis has become a critical tool for the analysis of reaction dynamics and is an official [[IUPAC]] term.<ref name="Levine197 ...11 KB (1,491 words) - 20:33, 2 August 2022
- '''Reachability analysis''' is a solution to the [[reachability problem]] in the particular context Reachability analysis was introduced in a paper of 1978 for the analysis and verification of [[communication protocols]].<ref name="Boch78">{{Cite j ...12 KB (1,837 words) - 05:48, 14 February 2022
- ...t2=Hughes|first2=Thomas J.R.|last3=Bazilevs|first3=Yuri|title=Isogeometric Analysis: Toward Integration of CAD and FEA|publisher=[[John Wiley & Sons]]|date=Oct ...</ref> is a finite element analysis program which includes an Isogeometric analysis library FEAP IsoGeometric (Version FEAP84 & Version FEAP85). ...13 KB (2,156 words) - 17:21, 22 September 2024
- ...ifford]], is the study of [[Dirac operator]]s, and Dirac type operators in analysis and geometry, together with their applications. Examples of Dirac type oper ..., [[Taylor series]], [[Laurent series]] and [[Liouville's theorem (complex analysis)|Liouville Theorem]]. In this case the [[Cauchy kernel]] is ''G''(''x''−''y ...22 KB (3,347 words) - 19:57, 24 February 2025
- In [[mathematical analysis]], '''idempotent analysis''' is the study of [[idempotent semiring]]s, such as the [[tropical semirin [[Category:Idempotent analysis| ]] ...625 bytes (77 words) - 10:36, 21 October 2023
- ...-2|edition=2nd|url=https://books.google.com/books?id=5I5AYeeh0JUC&q=matrix+analysis}} ===Other branches of analysis=== ...9 KB (1,337 words) - 08:18, 17 December 2023
- In the mathematical discipline of [[idempotent analysis]], '''tropical analysis''' is the study of the [[tropical semiring]]. * {{cite book |title=Max Plus at Work: Modeling and Analysis of Synchronized Systems: A Course on Max-Plus Algebra and Its Applications ...2 KB (244 words) - 10:53, 13 January 2024
- {{DEFAULTSORT:Boltzmann-Matano Analysis}} ...9 KB (1,503 words) - 00:24, 8 March 2018
- {{Short description|Concept in statistical analysis}} ...ublishing, 2009, {{ISBN|0-495-59841-0}}, pp. 436–440</ref> It involves the analysis of two [[Dependent and independent variables|variables]] (often denoted as& ...8 KB (1,138 words) - 07:19, 12 January 2025
- '''Sholl analysis''' is a method of [[Quantitative research|quantitative]] [[analysis]] commonly used in [[neuron]]al studies to characterize the morphological c ..."/> What Sholl called the 'Concentric Shell Method' is now known as 'Sholl Analysis'. As well as the number of intersections per concentric shell, Sholl also c ...11 KB (1,676 words) - 11:45, 28 February 2025
- ...rily the raw goods or parts, but can be an entire system. Stress-Strength Analysis is a tool used in [[reliability engineering]]. * {{Cite web |title=Stress-Strength Analysis |url=https://www.reliawiki.com/index.php/Stress-Strength_Analysis |website= ...3 KB (395 words) - 04:39, 15 February 2025
- {{Hatnote|Not to be confused with the common phrase "algebraic analysis of <nowiki>[a subject]</nowiki>", meaning "the algebraic study of <nowiki>[ ...a|Kawai|2011|pp=11–17}} This can be seen as an algebraic geometrization of analysis. It derives its meaning from the fact that the differential operator is rig ...4 KB (485 words) - 09:52, 16 August 2023
- ...rst3=Yangkang|last4=Qu|first4=Shan|last5=Zu|first5=Shaohuan|title=Velocity analysis of simultaneous-source data using high-resolution semblance—coping with the ...rom the many secondary reflections that are produced. The use of semblance analysis allows for the removal of the extra noise and leaves only the primary refle ...7 KB (1,000 words) - 18:40, 5 March 2024
- ...ng time, success rate, approximation quality) of the algorithm compared to analysis that uses worst-case or average-case scenarios. Smoothed analysis is a hybrid of worst-case and average-case analyses that inherits advantage ...13 KB (1,851 words) - 06:13, 3 November 2024
- ...The field is closely related to [[constructive analysis]] and [[numerical analysis]]. ...[constructive analysis]]. Instead, it is the stronger form of constructive analysis developed by [[L. E. J. Brouwer|Brouwer]] that provides a counterpart in [[ ...12 KB (1,716 words) - 18:09, 5 January 2025
- In [[mathematics]], '''quaternionic analysis''' is the study of [[function (mathematics)|functions]] with [[quaternion]] As with [[complex analysis|complex]] and [[real analysis]], it is possible to study the concepts of [[analytic function|analyticity] ...19 KB (2,798 words) - 12:23, 26 February 2025
- ...first1=A.|last2=Kiriakopoulos|first2=K.|date=2016-01-01|title=Natural time analysis in financial markets|journal=Algorithmic Finance|language=en|volume=5|issue ...hus a critical state of a system can be estimated by applying natural time analysis upon calculating the [[entropy]] upon both normal time flow and time revers ...13 KB (1,901 words) - 21:56, 23 January 2024
- ...ayton, R, and Gustavson, F. |title= The Sparse Tableau Approach to Network Analysis and Design |journal=IEEE Transactions on Circuit Theory|volume=18 |date=Jan ===Modified Nodal Analysis and DAEs=== ...6 KB (1,023 words) - 17:49, 21 November 2023
Page text matches
- In [[mathematical analysis]], '''idempotent analysis''' is the study of [[idempotent semiring]]s, such as the [[tropical semirin [[Category:Idempotent analysis| ]] ...625 bytes (77 words) - 10:36, 21 October 2023
- ...|Mathematical concept related to subsets of vector spaces}}In [[functional analysis]], a branch of [[mathematics]], a '''bounding point''' of a [[subset]] of a ...s [[complement (set theory)|complement]].<ref>{{cite book|title=Functional Analysis & Time Optimal Control |author1=Henry Hermes |author2=Joseph P. La Salle |y ...908 bytes (124 words) - 00:30, 3 November 2022
- In [[mathematics]], more specifically in [[functional analysis]], a subset <math>T</math> of a [[topological vector space]] <math>X</math> This condition arises frequently in many theorems of functional analysis. ...1 KB (142 words) - 19:51, 12 August 2023
- ...me="Zalinescu">{{cite book |last=Zălinescu |first=Constantin |title=Convex analysis in general vector spaces |publisher=World Scientific Publishing Co.,&n {{Functional analysis}} ...1 KB (173 words) - 01:52, 23 October 2022
- ...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]]. ...1 KB (210 words) - 22:31, 26 June 2020
- '''Hilbert spectral analysis''' is a signal analysis method applying the [[Hilbert transform]] to compute the [[instantaneous fr Hilbert spectral analysis method is an important part of the [[Hilbert–Huang transform]]. ...1 KB (186 words) - 14:00, 7 January 2025
- ...] converges. These moduli are often employed in the study of [[computable analysis]] and [[constructive mathematics]]. * Klaus Weihrauch (2000), ''Computable Analysis''. ...2 KB (276 words) - 13:38, 22 May 2022
- ...ly continuous operator|first1=Victor I.|last1=Lomonosov|journal=Functional Analysis and Its Applications|volume=7|pages=213–214|date=1973|issue=3 |doi=10.1007/ ...ubset M</math>.<ref>{{cite book|first1=Walter|last1=Rudin|title=Functional Analysis|date=1991 |publisher=McGraw-Hill Science/Engineering/Math|isbn=978-00705423 ...2 KB (281 words) - 04:39, 30 November 2024
- ...alanalysis/typicalprice.asp Typical Price] in the MarketVolume's technical analysis guide</ref> [[Category:Technical analysis]] ...940 bytes (130 words) - 22:15, 20 July 2021
- ===Analysis=== *[[Fourier analysis]] ...2 KB (293 words) - 12:51, 21 February 2023
- ...s-covariance matrix|cross-covariance matrices]] of [[canonical correlation analysis]]. By converting <math>\operatorname{cov}(X, X)</math> and <math>\operatorn It has been suggested for use in the analysis of [[functional neuroimaging]] data as such data are often singular.<ref>{{ ...2 KB (241 words) - 01:18, 20 February 2025
- {{Functional analysis}} {{Convex analysis and variational analysis}} ...2 KB (321 words) - 18:24, 13 December 2024
- ...everywhere of operator averages |journal=Journal of Rational Mechanics and Analysis |volume=5 |year=1956 |pages=129–178 |mr=77090 }}.</ref> {{Functional analysis}} ...1 KB (203 words) - 02:11, 9 February 2025
- In mathematics, specifically in [[order theory]] and [[functional analysis]], a sequence of positive elements <math>\left(x_i\right)_{i=1}^{\infty}</m ...quences is related to the completeness of the [[Order topology (functional analysis)|order topology]]. ...2 KB (230 words) - 00:12, 3 November 2022
- ...laĭ Kapitonovich Nikolʹskiĭ|title=Functional analysis I: linear functional analysis|year=1992|publisher=Springer|isbn=978-3-540-50584-6}}</ref> * {{Aliprantis Border Infinite Dimensional Analysis A Hitchhiker's Guide Third Edition}} <!--{{sfn|Aliprantis|Border|2006|p=}}- ...3 KB (416 words) - 05:00, 4 February 2025
- {{Short description|Mathematical theorem in convex analysis}} ...me="Zalinescu">{{cite book |last=Zălinescu |first=Constantin |title=Convex analysis in general vector spaces |publisher=World Scientific Publishing Co.,&n ...3 KB (372 words) - 19:53, 5 April 2023
- ...<math>X</math> is [[Archimedean ordered]] and the [[Order dual (functional analysis)|order dual]] of <math>X</math> distinguishes points in <math>X</math>.{{sf ...regularly ordered [[vector lattice]] then the [[Order topology (functional analysis)|order topology]] on <math>X</math> is the finest topology on <math>X</math ...2 KB (207 words) - 00:10, 3 November 2022
- In mathematics, specifically in [[order theory]] and [[functional analysis]], an element <math>x</math> of a [[vector lattice]] <math>X</math> is call {{Functional analysis}} ...1 KB (150 words) - 00:10, 3 November 2022
- * {{Zălinescu Convex Analysis in General Vector Spaces 2002}} <!-- {{sfn|Zălinescu|2002|pp=}} --> {{Convex analysis and variational analysis}} ...2 KB (240 words) - 10:27, 25 September 2024
- ...' is a concept created by [[Tristan Needham]] in the book ''Visual Complex Analysis'' (1997) to represent the [[derivative]] of a complex function visually. ...f</math> at <math>a</math>.<ref name=":0">{{Cite book|title=Visual complex analysis|last=Tristan.|first=Needham|date=1997|publisher=Clarendon Press|isbn=019853 ...2 KB (285 words) - 18:20, 28 January 2025