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en>Faizan: clean up, typo(s) fixed: a order → an order using AWB

2014-12-30T16:15:46Z

clean up, typo(s) fixed: a order → an order using AWB

← Older revision		Revision as of 18:15, 30 December 2014
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	~~In [[statistics]], '''truncation''' results in values that are limited above or below, resulting in~~ a ~~'''truncated sample'''~~.~~<ref>[[Yadolah Dodge\|Dodge, Y.]] (2003) ''The Oxford Dictionary~~ of ~~Statistical Terms''~~. ~~OUP. ISBN 0~~-~~19-920613-9</ref> Truncation~~ is ~~similar to but distinct from~~ the ~~concept~~ of ~~[[Censoring (statistics)\|statistical censoring]]~~. ~~A truncated sample can be thought of as being equivalent to an underlying sample with all values outside~~ the ~~bounds entirely omitted~~, with ~~not even a count of those omitted being kept~~. If the ~~sample had been censored, a record would be of those that were censored, consisting of a note of whether the lower~~ or ~~upper bound had been passed and the value of the bound~~.		Next - GEN Gallery is a full incorporated Image Gallery plugin for Word - Press which has a Flash slideshow option. This one is one of the most beneficial features of Word - Press as this feature allows users to define the user roles. Step-4 Testing: It is the foremost important of your Plugin development process. After confirming the account, login with your username and password at Ad - Mob. In the most current edition you can customize your retailer layout and display hues and fonts similar to your site or blog. <br><br>Right starting from social media support to search engine optimization, such plugins are easily available within the Word - Press open source platform. After all, Word - Press is free, many of the enhancements for Word - Press like themes and plugins are also free, and there is plenty of free information online about how to use Word - Press. It allows Word - Press users to easily use HTML5 the element enable native video playback within the browser. These four plugins will make this effort easier and the sites run effectively as well as make other widgets added to a site easier to configure. Many times the camera is following Mia, taking in her point of view in almost every frame. <br><br>This gives a clearer picture that online shoppers are familiar with the WP ecommerce system. s cutthroat competition prevailing in the online space won. If Gandhi was empowered with a blogging system, every event in his life would have been minutely documented so that it could be recounted to the future generations. Thousands of plugins are available in Word - Press plugin's library which makes the task of selecting right set of plugins for your website a very tedious task. If you have any questions on starting a Word - Press food blog or any blog for that matter, please post them below and I will try to answer them. <br><br>If you have any concerns concerning where and how to use [http://emailsite.de/backup_plugin_7143907 backup plugin], you can make contact with us at our web page. Additionally Word - Press add a default theme named Twenty Fourteen. In case you need to hire PHP developers or hire Offshore Code - Igniter development services or you are looking for Word - Press development experts then Mindfire Solutions would be the right choice for a Software Development partner. Specialty about our themes are that they are easy to load, compatible with latest wordpress version and are also SEO friendly. The company gains commission from the customers' payment. This includes enriching the content with proper key words, tactfully defining the tags and URL. <br><br>You will know which of your Word - Press blog posts are attracting more unique visitors which in turn will help you develop better products and services for your customers. In fact portfolio Word - Press themes is a smooth and attractive but considerably flawed Word - Press theme in creating simpler to the photographers or designers to develop a specific internet site showcasing their most current perform since it appear modern-day and has fantastic typography and large photographs which would develop an attractive wanting portfolio internet site. It can be concluded that white label SEO comprise of a third party who resells a contract involving IT expert or consultant, SEO professional and end user. with posts or testimonials updated as they are uploaded to a particular section of the website. Press CTRL and the numbers one to six to choose your option.

	~~==Applications==~~

	~~Usually~~ the ~~values that [[insurance adjuster]]s receive are either left~~-~~truncated~~, ~~right~~-~~censored or both. For example~~, ~~if policyholders~~ are ~~subject to a policy limit~~, ~~u, then any loss amounts that are actually above u are reported~~ to ~~the insurance company as being exactly u because u is the amount the [[insurance company\|insurance companies]] pay~~. ~~The insurance company knows that~~ the ~~actual loss is greater than ''u'' but they don't know what it is~~. On the other ~~hand, left truncation occurs when policyholders are subject~~ to a ~~deductible~~. ~~If policyholders are subject to~~ a ~~deductible d, any loss amount~~ that ~~is less than d will not even be reported to~~ the ~~insurance company~~. If ~~there is a claim on a policy limit of u and~~ a ~~deductible of d~~, ~~any loss amount~~ that ~~is greater than u will~~ be ~~reported~~ to the ~~insurance company as a loss~~ of u-~~d because that is the amount the insurance company has to pay. Therefore insurance loss data is left-truncated because the insurance company doesn~~'~~t know if there are values below~~ the ~~deductible d because policyholders won't make~~ a ~~claim~~. ~~The insurance loss is also right censored if the loss is greater than u because u is the most the insurance company will pay, so it only knows~~ that ~~your claim is greater than u~~, ~~not what the claim amount is exactly.~~

	~~==Probability distributions==~~
	~~{{Main\|Truncated distribution}}~~

	~~Truncation can be applied to any [[probability distribution]]~~ and will ~~lead~~ to ~~a new distribution, not usually one within the same family~~. Thus, if a random variable ''X'' has ''F''(''x'') as its distribution function, the new random variable ''Y'' defined as having the distribution of ''X'' truncated to the semi-open interval (a,b] has the distribution function

	:<~~math~~>~~F_Y(y)=\frac{F(y)-F(a)}{F(b)-F(a)} \,~~<~~/math~~>

	~~for ''y'' in the interval (''a'', ''b''],~~ and ~~0 or 1 otherwise. If truncation were~~ to ~~the closed interval~~ [~~a,b~~], ~~the distribution function would be~~

	~~:<math>F_Y(y)=\frac{F(y)~~-F(a-~~)}{F(b)~~-~~F(a-)} \,</math>~~

	for ~~''y'' in the interval [''~~a~~'', ''b'']~~, and ~~0 or 1 otherwise~~.

	~~==Data analysis==~~

	The ~~analysis of data where observations are treated as being~~ from ~~truncated versions of standard distributions can be undertaken using a [[maximum likelihood]], where~~ the ~~likelihood would be derived from~~ the ~~distribution or density of~~ the ~~truncated distribution~~. ~~This involves taking account of the factor~~ <~~math~~>~~{F(b)-F(a)}~~<~~/math~~> in ~~the modified density function which~~ will ~~depend on the parameters of the original distribution~~.

	In ~~practice, if the fraction truncated~~ is ~~very small~~ the ~~effect of truncation might be ignored when analysing data. For example, it is common~~ to ~~use~~ a ~~[[normal distribution]] to model data whose values~~ can ~~only~~ be ~~positive but for which the typical range~~ of ~~values is well away from zero: in such cases~~ a ~~truncated~~ or ~~censored version of the normal distribution may formally be preferable (although there would be other alternatives also)~~, ~~but there would be very little change in results from the more complicated analysis~~. ~~However, software is readily available for maximum likelihood estimation~~ of ~~even moderately complicated models, such as [[regression analysis\|regression models]], for truncated data.<ref>Wolynetz, M.S~~. ~~(1979) ''Maximum Likelihood estimation in a Linear model from Confined~~ and ~~Censored Normal Data''. J.Roy.Statist~~.~~Soc (Series C), 28(2), 195–206</ref>~~

	~~==See also==~~
	*[[Censoring (statistics)]]
	*[[Trimmed estimator]]
	*[[Truncated distribution]]
	*[[Truncated mean]]
	*[[Truncated dependent variable]]

	~~==References==~~
	~~<references/>~~

	~~[[Category:Statistical data types]]~~
	~~[[Category:Theory of probability distributions]]~~

en>Tomruen at 18:35, 29 November 2013

2013-11-29T18:35:14Z

← Older revision		Revision as of 20:35, 29 November 2013
Line 1:		Line 1:
	~~My name~~ is ~~Freddy~~ (~~39 years old~~) and ~~my hobbiеѕ arе Сreative writing~~ and ~~BasketЬall~~.<br>~~http:~~/~~/www~~.~~valdemercy.de/hardcore/files/pres.php?jordan/brands~~=~~adidas~~-~~shoes~~-at-~~kohl%27s~~<br><br>~~My weblog :~~: [~~http://www~~.~~leat~~.~~com~~.~~au/inc/files/pres~~.~~php?adidas~~/zx=~~adidas-shoes-4e discount christian louboutin pool pumps quiet~~]		In [[statistics]], '''truncation''' results in values that are limited above or below, resulting in a '''truncated sample'''.<ref>[[Yadolah Dodge\|Dodge, Y.]] (2003) ''The Oxford Dictionary of Statistical Terms''. OUP. ISBN 0-19-920613-9</ref> Truncation is similar to but distinct from the concept of [[Censoring (statistics)\|statistical censoring]]. A truncated sample can be thought of as being equivalent to an underlying sample with all values outside the bounds entirely omitted, with not even a count of those omitted being kept. If the sample had been censored, a record would be of those that were censored, consisting of a note of whether the lower or upper bound had been passed and the value of the bound.

			==Applications==

			Usually the values that [[insurance adjuster]]s receive are either left-truncated, right-censored or both. For example, if policyholders are subject to a policy limit, u, then any loss amounts that are actually above u are reported to the insurance company as being exactly u because u is the amount the [[insurance company\|insurance companies]] pay. The insurance company knows that the actual loss is greater than ''u'' but they don't know what it is. On the other hand, left truncation occurs when policyholders are subject to a deductible. If policyholders are subject to a deductible d, any loss amount that is less than d will not even be reported to the insurance company. If there is a claim on a policy limit of u and a deductible of d, any loss amount that is greater than u will be reported to the insurance company as a loss of u-d because that is the amount the insurance company has to pay. Therefore insurance loss data is left-truncated because the insurance company doesn't know if there are values below the deductible d because policyholders won't make a claim. The insurance loss is also right censored if the loss is greater than u because u is the most the insurance company will pay, so it only knows that your claim is greater than u, not what the claim amount is exactly.

			==Probability distributions==
			{{Main\|Truncated distribution}}

			Truncation can be applied to any [[probability distribution]] and will lead to a new distribution, not usually one within the same family. Thus, if a random variable ''X'' has ''F''(''x'') as its distribution function, the new random variable ''Y'' defined as having the distribution of ''X'' truncated to the semi-open interval (a,b] has the distribution function

			:<math>F_Y(y)=\frac{F(y)-F(a)}{F(b)-F(a)} \,</math>

			for ''y'' in the interval (''a'', ''b''], and 0 or 1 otherwise. If truncation were to the closed interval [a,b], the distribution function would be

			:<math>F_Y(y)=\frac{F(y)-F(a-)}{F(b)-F(a-)} \,</math>

			for ''y'' in the interval [''a'', ''b''], and 0 or 1 otherwise.

			==Data analysis==

			The analysis of data where observations are treated as being from truncated versions of standard distributions can be undertaken using a [[maximum likelihood]], where the likelihood would be derived from the distribution or density of the truncated distribution. This involves taking account of the factor <math>{F(b)-F(a)}</math> in the modified density function which will depend on the parameters of the original distribution.

			In practice, if the fraction truncated is very small the effect of truncation might be ignored when analysing data. For example, it is common to use a [[normal distribution]] to model data whose values can only be positive but for which the typical range of values is well away from zero: in such cases a truncated or censored version of the normal distribution may formally be preferable (although there would be other alternatives also), but there would be very little change in results from the more complicated analysis. However, software is readily available for maximum likelihood estimation of even moderately complicated models, such as [[regression analysis\|regression models]], for truncated data.<ref>Wolynetz, M.S. (1979) ''Maximum Likelihood estimation in a Linear model from Confined and Censored Normal Data''. J.Roy.Statist.Soc (Series C), 28(2), 195–206</ref>

			==See also==
			*[[Censoring (statistics)]]
			*[[Trimmed estimator]]
			*[[Truncated distribution]]
			*[[Truncated mean]]
			*[[Truncated dependent variable]]

			==References==
			<references/>

			[[Category:Statistical data types]]
			[[Category:Theory of probability distributions]]

en>FrescoBot: Bot: link syntax/spacing

2012-08-11T21:25:35Z

Bot: link syntax/spacing

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My name is Freddy (39 years old) and my hobbiеѕ arе Сreative writing and BasketЬall.<br>http://www.valdemercy.de/hardcore/files/pres.php?jordan/brands=adidas-shoes-at-kohl%27s<br><br>My weblog :: [http://www.leat.com.au/inc/files/pres.php?adidas/zx=adidas-shoes-4e discount christian louboutin pool pumps quiet]