Noncentral beta distribution - Revision history

en>Rjwilmsi: Added 3 dois to journal cites using AWB (10094)

2014-05-05T17:28:00Z

Added 3 dois to journal cites using AWB (10094)

← Older revision		Revision as of 19:28, 5 May 2014
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	~~Nice~~ to ~~meet~~ you~~, i'm Kara~~. ~~Her job~~ is ~~an acquisition clerk~~. ~~He currently lives in Missouri~~. ~~One~~ of ~~the initial best things~~ in the ~~globe~~ for me is ~~climbing and now I have~~ the ~~time~~ to ~~stroll into new features. See what~~'~~s new on my website here:~~ http://~~www.electriccitymotor00~~.com/~~michael~~-~~kors-handbags~~/<br><br>~~my web site~~ - [http://~~www.electriccitymotor00~~.com/~~michael-kors-handbags/ Michael Kors Handbags On Sale~~]

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192.12.184.6: /* Related distributions */

2014-02-19T16:01:01Z

Related distributions

← Older revision		Revision as of 18:01, 19 February 2014
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	~~{{DISPLAYTITLE: Continuous dual ''q''-Hahn polynomials}}~~		Nice to meet you, i'm Kara. Her job is an acquisition clerk. He currently lives in Missouri. One of the initial best things in the globe for me is climbing and now I have the time to stroll into new features. See what's new on my website here: http://www.electriccitymotor00.com/michael-kors-handbags/<br><br>my web site - [http://www.electriccitymotor00.com/michael-kors-handbags/ Michael Kors Handbags On Sale]
	~~In mathematics~~, ~~the~~ '~~''continuous dual ''q''-Hahn polynomials''' are a family~~ of ~~basic hypergeometric [[orthogonal polynomials]]~~ in the ~~basic [[Askey scheme]]~~. ~~{{harvs\|txt \| last1=Koekoek \| first1=Roelof \| last2=Lesky \| first2=Peter A~~. ~~\| last3=Swarttouw \| first3=René F~~. ~~\| title=Hypergeometric orthogonal polynomials and their q-analogues \| publisher=[[Springer-Verlag]] \| location=Berlin, New York \| series=Springer Monographs in Mathematics \| isbn=978~~-3-~~642-05013-8 \| doi=10.1007~~/~~978-3-642-05014-5 \| mr=2656096 \| year=2010\|loc=14}} give a detailed list of their properties.~~

	~~==Definition==~~

	~~The polynomials are given in terms of [[basic hypergeometric function]]s and the [[Pochhammer symbol]] by~~
	:<~~math~~>~~\displaystyle~~ <~~/math~~>

	~~==Orthogonality==~~
	~~{{Empty section\|date=September 2011}}~~

	~~==Recurrence and difference relations==~~
	~~{{Empty section\|date=September 2011}}~~

	~~==Rodrigues formula==~~
	~~{{Empty section\|date=September 2011}}~~

	~~==Generating function==~~
	~~{{Empty section\|date=September 2011}}~~

	~~==Relation to other polynomials==~~
	~~{{Empty section\|date=September 2011}}~~

	~~==References==~~

	*{{Citation \| last1=Gasper \| first1=George \| last2=Rahman \| first2=Mizan \| title=Basic hypergeometric series \| publisher=[~~[Cambridge University Press]] \| edition=2nd \| series=Encyclopedia of Mathematics and its Applications \| isbn=978-0-521-83357-8 \| doi=10.2277~~/~~0521833574 \| mr=2128719 \| year=2004 \| volume=96}}~~
	*{{Citation \| last1=Koekoek \| first1=Roelof \| last2=Lesky \| first2=Peter A. ~~\| last3=Swarttouw \| first3=René F~~. ~~\| title=Hypergeometric orthogonal polynomials and their q~~-~~analogues \| publisher=[[Springer-Verlag]] \| location=Berlin, New York \| series=Springer Monographs in Mathematics \| isbn=978~~-~~3-642-05013-8 \| doi=10.1007~~/~~978-3-642-05014-5 \| mr=2656096 \| year=2010}}~~
	*{{dlmf\|id=18\|title=\|first=Tom H. \|last=Koornwinder\|first2=Roderick S. C.\|last2= Wong\|first3=Roelof \|last3=Koekoek\|\|first4=René F. \|last4=Swarttouw}}

	~~[[Category:Orthogonal polynomials]]~~
	~~[[Category:Q-analogs]]~~
	~~[[Category:Special hypergeometric functions]~~]

en>ChrisGualtieri: Remove stub template(s). Page is start class or higher. Also check for and do General Fixes + Checkwiki fixes using AWB

2013-12-27T03:55:15Z

Remove stub template(s). Page is start class or higher. Also check for and do General Fixes + Checkwiki fixes using AWB

← Older revision		Revision as of 05:55, 27 December 2013
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	~~Home improvement is a great way to make your home look brand new. You can make your walls have more life with a new coat of paint~~, ~~save money on heating costs by adding more insulation, and other things. If you would like advice on home improvement, then read this article.<br><br>You need to give a thought to~~ the context of your neighborhood before you engage in extensive remodeling work. For instance, choosing a Victorian style may stick out in a row of homes with a cottage look. A remodel that will blend to the houses in the neighborhood will have a better chance to sell when it is time to move on.<br><br>Cover your door knobs, hinges and other hardware with petroleum jelly before painting. It is an easy way to insure they don'~~t get covered in paint. All you have to do when you~~ are ~~finished painting is use~~ a ~~soft cotton cloth to wipe the petroleum jelly from the surfaces~~ of the ~~hardware~~.~~<br><br>Consider installing a water filtration system in your kitchen~~. ~~Think of the money you spend on bottled water; that money can go back into your pocket with the installation of a quality filtration system~~. ~~They are a relatively inexpensive improvement to make~~ and ~~will add a great selling point to your home when you sell~~.~~<br><br>Add some character and curb appeal to your house with~~ a ~~pergola~~. ~~Pergolas~~ are ~~becoming popular and will add a wonderfully shady place to spend some time. You and a few friends can install a pergola~~ in ~~one weekend.<br><br>Carpet the bottoms~~ of the drawers you keep your hand tools in. This will not only make the shop room a quieter place but it will help protect your valuable tools. Keep those tools rust free by spraying the carpet lightly with machine oil before you place the tools inside the drawer.<br><br>Measure your windows properly before [~~http://www.britannica.com/search?query=purchasing purchasing~~] and ~~hanging blinds. If you do not measure~~ the windows you may not be able to properly install the blinds. Blinds come in different sizes and have different mounting requirements. Some need to be mounted outside the frame while others need to be mounted inside the frame.<br><br>~~Know your area. If your home is in a subdivision or small town, you do not want your home to stick out like a sore thumb. Look around before you decide to do any outer renovations,~~ and try to fit in, at least a little. Homes that do not fit are homes that usually have a harder time should you ever choose to sell.<br><br>Having a plan in place before you start your home improvement projects is very important. Even if you won't be getting to ~~those~~ other ~~rooms or projects for a long time, have a vision for what you want your overall home to look like. This will keep the flow~~ of ~~your home consistent when you are [http://imageshack~~.us/~~photos/finished finished].<br><br>~~A ~~great way to add some life to your bookcases and end tables, is by adding some nice tablecloths~~. ~~You can make your own by purchasing some nice higher end fabric and sewing in the ends to prevent fraying~~. Arrange your items in a visually pleasing manner, which is sure to be the new focal point of your room.<br><br>Putting a hand grip or rail in ones shower may seem like is a simple home improvement job that could save you a trip to the hospital from falling in the shower. Having a rail to steady oneself while getting in and ~~out can also make showering more comfortable.<br><br>You may not be blessed with a large sized living room~~, ~~but you can sure feel like you have one. Instead of displaying a wooden coffee table, display a glass one instead. The clarity of the table makes you feel as though you have more space~~ in your room. Make sure to only display glass in areas where there are no earthquakes.<br><br>Home improvement can save you money and it is fun. You should also keep in mind that by working on your home, you are building something that is yours. You can transform a house or an apartment into a warm and welcoming home, by putting some extra effort and love into it.<br><br>When you have almost any queries concerning where by and also the way to utilize [http://overwroughtsoci67.doomby.com/blog/improve-~~your~~-~~home~~-~~with~~-~~this~~-~~advice~~-~~about~~-~~your~~-~~roof~~.~~html tree services~~]~~, you can call us on our own web site.~~		{{DISPLAYTITLE: Continuous dual ''q''-Hahn polynomials}}
			In mathematics, the '''continuous dual ''q''-Hahn polynomials''' are a family of basic hypergeometric [[orthogonal polynomials]] in the basic [[Askey scheme]]. {{harvs\|txt \| last1=Koekoek \| first1=Roelof \| last2=Lesky \| first2=Peter A. \| last3=Swarttouw \| first3=René F. \| title=Hypergeometric orthogonal polynomials and their q-analogues \| publisher=[[Springer-Verlag]] \| location=Berlin, New York \| series=Springer Monographs in Mathematics \| isbn=978-3-642-05013-8 \| doi=10.1007/978-3-642-05014-5 \| mr=2656096 \| year=2010\|loc=14}} give a detailed list of their properties.

			==Definition==

			The polynomials are given in terms of [[basic hypergeometric function]]s and the [[Pochhammer symbol]] by
			:<math>\displaystyle </math>

			==Orthogonality==
			{{Empty section\|date=September 2011}}

			==Recurrence and difference relations==
			{{Empty section\|date=September 2011}}

			==Rodrigues formula==
			{{Empty section\|date=September 2011}}

			==Generating function==
			{{Empty section\|date=September 2011}}

			==Relation to other polynomials==
			{{Empty section\|date=September 2011}}

			==References==

			*{{Citation \| last1=Gasper \| first1=George \| last2=Rahman \| first2=Mizan \| title=Basic hypergeometric series \| publisher=[[Cambridge University Press]] \| edition=2nd \| series=Encyclopedia of Mathematics and its Applications \| isbn=978-0-521-83357-8 \| doi=10.2277/0521833574 \| mr=2128719 \| year=2004 \| volume=96}}
			*{{Citation \| last1=Koekoek \| first1=Roelof \| last2=Lesky \| first2=Peter A. \| last3=Swarttouw \| first3=René F. \| title=Hypergeometric orthogonal polynomials and their q-analogues \| publisher=[[Springer-Verlag]] \| location=Berlin, New York \| series=Springer Monographs in Mathematics \| isbn=978-3-642-05013-8 \| doi=10.1007/978-3-642-05014-5 \| mr=2656096 \| year=2010}}
			*{{dlmf\|id=18\|title=\|first=Tom H. \|last=Koornwinder\|first2=Roderick S. C.\|last2= Wong\|first3=Roelof \|last3=Koekoek\|\|first4=René F. \|last4=Swarttouw}}

			[[Category:Orthogonal polynomials]]
			[[Category:Q-analogs]]
			[[Category:Special hypergeometric functions]]

en>ZéroBot: r2.7.1) (Robot: Adding fr:Loi bêta décentrée

2012-03-07T14:27:46Z

r2.7.1) (Robot: Adding fr:Loi bêta décentrée

New page

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