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...ization of Brownian motion used in the statement of the theorem.) This 0-1 law, published in 1981, is named after Hans-Jürgen Engelbert<ref>{{MathGenealog ==Engelbert–Schmidt 0–1 law== ...

{{distinguish|Power law}} The term '''stream power law''' describes a semi-[[empirical]] family of equations used to predict the rate of erosion of a [[river]] into its be ...

...ed for the first time what he called the harmonic distribution or harmonic law. ...law is a special case of the [[generalized inverse Gaussian distribution]] family when <math>\gamma=0</math>. ...

* a one-parameter family of probability spaces <math>(\Omega,\Sigma_\varepsilon,P_\varepsilon)_{\var .../math> is <math>\mu_\varepsilon</math>, and the <math>P_\varepsilon</math>-law of <math>Z_\varepsilon</math> is <math>\nu_\varepsilon</math>, ...

{{Short description|Family of three random counting measures}} ...0) class of distributions]]<ref>Panjer Harry H.. Recursive Evaluation of a Family of Compound Distributions. 1981;12(1):22-26</ref> and may be retrieved thro ...

In 1992, with Fulvio Ricci, Damek published a family of counterexamples to a form of the [[Lichnerowicz conjecture]] according t ...D. Buraczewski and T. Mikosch, of the book ''Stochastic Models with Power Law Tails: The Equation <math>X=AX+B</math>'' (Springer, 2016).{{r|smplt}} ...

...lysis of Economic Time Series''). It is a generalization of the [[Planck's law]] of radiation from [[statistical physics]]. .../math> then<br><math>\tfrac{1}{X} \sim \mathrm{Planck} </math> ([[Planck's law]]) ...

|known_for = Lomnitz law Lomnitz was born to a Jewish family in [[Cologne]], Germany.<ref>[http://www.100.unam.mx/pdf/cinna-lomnitz-aron ...

...= n = </math> positive integer.<ref name=":0" /> The first member of this family is the [[Kaniadakis Exponential distribution|κ-exponential distribution]] o ...{Cite journal |last=Kaniadakis |first=G. |date=2021-01-01 |title=New power-law tailed distributions emerging in κ-statistics (a) |url=https://iopscience.i ...

...ator known for her research on [[quasigroup]]s and on higher [[reciprocity law]]s. ...studies because of [[World War II]], moving to Paris as a refugee with her family.{{r|obit}} ...

{{Short description|Mathematical formal group law}} In mathematics, the '''Lubin–Tate formal group law''' is a [[formal group law]] introduced by {{harvs|txt|last=Lubin|author1-link=Jonathan Lubin|last2=Ta ...

...rom the University of Graz at the age of 19 after studying mathematics and law. In 1821, he became a full professor, a position which he held until his d ...

...istribution under appropriate scaling is distributed according to the same family. They are the discrete analogue of [[stable distribution|continuous-stable ...as [[infinite divisibility (probability)|infinite divisibility]], [[power law]] tails, and [[unimodality]]. ...

The hierarchical network model is part of the scale-free model family sharing their main property of having proportionally more hubs among the no ...egree distribution]] of the hierarchical network model follows the [[power law]] meaning that a randomly selected node in the network has k edges with a p ...

{{Short description|Family of elliptic curves used in cryptography}} In [[mathematics]], the '''Edwards curves''' are a family of [[elliptic curve]]s studied by [[Harold Edwards (mathematician)|Harold E ...

}}This part of the law distinguishes 'lost property' from 'theft', forbids 'ignoring (Hebrew: ''h ...s 5}} and {{bibleverse|Deuteronomy|22:9–12|KJV|9–12}}, this section of the law focuses on certain actions that are 'abominable' to [[Yahweh]], in particul ...

...[[set (mathematics)|set]] <math>X</math> together with a [[family of sets|family]] <math>\{\tau_i\}_{i\in I}</math> of [[Topological_space#Definition_via_op ...' <math>(X,\tau)</math> is a set <math>X</math> together with an arbitrary family <math>\tau</math> of topologies on it.<ref name=Banakh2018 /> ...

...{Cite journal |last=Kaniadakis |first=G. |date=2021-01-01 |title=New power-law tailed distributions emerging in κ-statistics (a) |url=https://iopscience.i ...{Cite journal |last=Kaniadakis |first=G. |date=2021-01-01 |title=New power-law tailed distributions emerging in κ-statistics (a) |url=https://iopscience.i ...

|Citations= 172 [[F.3d]] [https://law.justia.com/cases/federal/appellate-courts/F3/172/1352/599511/ 1352]; 50 [[U ...ter=F.3d |opinion=1352 |pinpoint= |court=Fed. Cir. |date=1999 |url=https://law.justia.com/cases/federal/appellate-courts/F3/172/1352/599511/ |accessdate=2 ...

...niversity of Liverpool]]. He was known for research into the [[exponential family]] [[probability distribution]]s.<ref name="t84"/><ref>{{cite journal ...05 }}</ref> Arguably his major achievement rests with the definition of a family of [[exponential dispersion model]]s characterized by [[Closure (mathematic ...