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...parametric family''' or a '''parameterized family''' is a [[indexed family|family]] of objects (a set of related objects) whose differences depend only on th ...ty functions of several [[normal distributions]] (from the same parametric family).]] ...

{{Short description|Concept in economics}} ...ity function''', is used to express [[utility]] in terms of [[consumption (economics)|consumption]] or some other economic variable that a decision-maker is con ...

{{Short description|Family of poverty metrics}} ...overty and [[income inequality]] and a popular choice within [[development economics]]. The indices were introduced in a 1984 paper by economists [[Erik Thorbec ...

...of responsiveness of the [[Economic growth|growth rate]] of [[consumption (economics)|consumption]] to the [[real interest rate]].<ref>[https://www.jstor.org/ps ...elasticity. The second way is to explicitly derive it as an [[Elasticity (economics)|elasticity]]. The two ways generally yield the same definition. ...

...last2=Sportelli |first2=Mario |series=Dynamic Modeling and Econometrics in Economics and Finance |volume=29 |editor2-last=Pisarchik |editor2-first=Alexander N. which determines the center of a family of cyclic trajectories. ...

...n model''' is a model that [[Positive economics|describes]] or [[Normative economics|prescribes]] the process of making decisions in a context in which the deci Suppose that all relevant random variables are in the same [[location-scale family]], meaning that the distribution of every random variable is the same as th ...

...|first=Akira |last=Takayama |authorlink=Akira Takayama |title=Mathematical Economics |url=https://archive.org/details/mathematicalecon00taka |url-access=registr ...>, <math>\mathcal{A}</math> and <math>\mathcal{E}</math> are the [[indexed family|indices]] [[Set (mathematics)|sets]] of inactive, active and equality const ...

In [[economics]], especially in [[consumer theory]], a '''Leontief utility function''' is * <math>m</math> is the number of different [[good (economics)|goods]] in the economy. ...

| title = Sundt and Jewell's family of discrete distributions }}</ref> and put into a parametrized family with the [[logarithmic distribution]] and the negative binomial distributio ...

In [[statistics]], the '''Davis distributions''' are a family of [[continuous probability distribution]]s. It is named after [[Harold Tha ...eiber |first=Christian |year=2003 |title=Statistical Size Distributions in Economics and Actuarial Sciences |publisher=Wiley Series in Probability and Statistic ...

...^c</math> are respectively the uncompensated and compensated [[Elasticity (economics)|elasticity]] of [[labour supply]]; higher elasticities imply that labour s == Family and gender effects == ...

...sentation theorem''' shows that, under certain conditions, a [[Preference (economics)|preference ordering]] can be represented by a real-valued [[utility functi ...>. The set of all such preference-pairs forms the person's ''[[Preference (economics)|preference relation]].'' ...

{{Short description|Family of continuous probability distributions}} ...ability]] and [[statistics]], the skewed generalized "t" distribution is a family of continuous [[probability distribution]]s. The distribution was first int ...

{{Short description|Family of macroeconomic models}} ...amic stochastic general equilibrium]] models, which are used in mainstream economics. ...

...ences between willingness to pay and willingness to accept for visits by a family physician: A contingent valuation study|journal=BMC Public Health|volume=10 ...ou Think|url=https://www.nber.org/papers/w23954|website=National Bureau of Economics Research|series=Working Paper Series |doi=10.3386/w23954|s2cid=36750015|doi ...

{{Short description|Family of distributions that generalize the multivariate normal distribution}} ...[[statistics]], an '''elliptical distribution''' is any member of a broad family of [[probability distribution]]s that generalize the [[multivariate normal ...

{{For-multi|the related problem in economics|Parameter identification problem|the concept of identifiability in the area ...>\mathcal{P}</math> be the [[normal distribution|normal]] [[location-scale family]]: ...

...etween its members. The co-op is often used as an allegory for a [[Demand (economics)|demand]]-oriented model of an economy. The allegory illustrates several ec ...472 |date= Dec 19, 2017 |title=Slate has reposted my old piece on monetary economics as illustrated by the Capitol Hill Babysitting Co-op (which is still in exi ...

...cite journal |last1=Aalen |first1=Odd |title=Nonparametric inference for a family of counting processes|journal=Annals of Statistics |date=1978 |volume=6 |is ...a |first4=Silvia |last4=Balia |chapter=Duration Data |title=Applied Health Economics |location=London |publisher=Routledge |year=2013 |isbn=978-0-415-67682-3 |p ...

...change in the exogenous parameters. Traditionally, comparative results in economics are obtained using the [[Implicit Function Theorem]], an approach that requ ...bb{R}</math> and let <math>f(\cdot; s):X\rightarrow \mathbb{R}</math> be a family of functions parameterized by <math>s\in S</math>, where <math>(S, \geq_S)< ...