Normal-exponential-gamma distribution - Revision history

en>AnomieBOT: Dating maintenance tags: {{Dead link}}

2014-10-18T16:06:29Z

Dating maintenance tags: {{Dead link}}

← Older revision		Revision as of 18:06, 18 October 2014
Line 1:		Line 1:
	~~{{Infobox knot theory~~		Name: Cecile Whitlow<br>Age: 18<br>Country: Australia<br>Town: Valencia Creek <br>Post code: 3860<br>Street: 26 Settlement Road<br><br>My blog [http://www.olwallpaper.com/profile/baprenderg type my essay]
	~~\| name= Stevedore knot~~
	~~\| practical name= Stevedore knot~~
	~~\| image= Blue Stevedore Knot.png~~
	~~\| caption=~~
	~~\| arf invariant= 0~~
	~~\| braid length= 7~~
	~~\| braid number= 4~~
	~~\| bridge number= 2~~
	~~\| crosscap number= 2~~
	~~\| crossing number= 6~~
	~~\| hyperbolic volume= 3.16396~~
	~~\| linking number=~~
	~~\| stick number= 8~~
	~~\| unknotting number= 1~~
	~~\| conway_notation= [42]~~
	~~\| ab_notation= 6~~<~~sub~~>1<~~/sub~~>
	~~\| dowker notation= 4, 8, 12, 10, 2, 6~~
	~~\| thistlethwaite=~~
	~~\| last crossing= 5~~
	~~\| last order= 2~~
	~~\| next crossing= 6~~
	~~\| next order= 2~~
	~~\| alternating= alternating~~
	~~\| class= hyperbolic~~
	~~\| fibered=~~
	~~\| prime= prime~~
	~~\| slice= slice~~
	~~\| symmetry= reversible~~
	~~\| pretzel= pretzel~~
	~~\| tricolorable=~~
	~~\| twist= twist~~
	}}
	~~[[Image~~:~~Double eight -1.JPG\|thumb\|The common [[stevedore knot]]. If the ends were joined together, the result would be equivalent to the mathematical knot.]]~~

	~~In [[knot theory]], the '''stevedore knot''' is one of three [[prime knot]]s with [[crossing number (knot theory)\|crossing number]] six, the others being the [[6₂ knot\|6~~<~~sub~~>~~2</sub> knot]] and the [[6₃ knot\|6~~<~~sub~~>3</sub> knot]]. The stevedore knot is listed as the '''6<sub>1</sub> knot''' in the [[Alexander–Briggs notation]], and it can also be described as a [[twist knot]] with four twists, or as the (5,−1,−1) [[pretzel link\|pretzel knot]].

	The mathematical stevedore knot is named after the common [[stevedore knot]], which is often used as a [[stopper knot\|stopper]] at the end of a [[rope]]. The mathematical version of the knot can be obtained from the common version by joining together the two loose ends of the rope, forming a knotted [[loop (topology)\|loop]].

	~~The stevedore knot is [[invertible knot\|invertible]] but not [[amphichiral knot\|amphichiral]]. Its [[Alexander polynomial]] is~~

	:<~~math~~>~~\Delta(t) = -2t+5-2t^{-1}, \,</math>~~

	~~its [[Conway polynomial]]{{dn\|date=January 2014}} is~~

	:<~~math~~>~~\nabla(z) = 1-2z^2, \,~~ <~~/math~~>

	~~and its [~~[~~Jones polynomial]] is~~

	:~~<math>V(q) = q^2-q+2-2q^{-1}+q^{-2}-q^{-3}+q^{-4}. \, <~~/~~math><ref>{{Knot Atlas\|6_1}}<~~/~~ref>~~

	~~The Alexander polynomial and Conway polynomial are the same as those for the knot 9<sub>46<~~/~~sub>, but the Jones polynomials for these two knots are different.<ref>{{MathWorld\|title=Stevedore's Knot\|urlname=StevedoresKnot}}<~~/~~ref> Because the Alexander polynomial is not [[monic polynomial\|monic]], the stevedore knot is not [[fibered knot\|fibered]].~~

	~~The stevedore knot is a [[ribbon knot]], and is therefore also a [[slice knot]].~~

	~~The stevedore knot is a [[hyperbolic knot]], with its complement having a [[Hyperbolic volume (knot)\|volume]] of approximately 3.16396.~~

	~~==See also==~~
	* [[Figure-eight knot (mathematics)]]

	~~==References==~~
	~~{{reflist}}~~

	~~{{Knot theory\|state=collapsed}}~~

	~~{{knottheory-stub}}~~

en>BeyondNormality: /* References */

2013-12-10T22:54:29Z

References

← Older revision		Revision as of 00:54, 11 December 2013
Line 1:		Line 1:
	~~With the backdrop of the Superstition Mountains~~, ~~you have a scenic mountain bike trail network that can embody every quality of off-road riding in the Southwest. The mountain bike park is within easy riding distance~~, ~~approximately 3km from the town centre. High end mountain bikes use carbon fibre frames~~, ~~or other~~, ~~more exotic materials to reduce weight and keep stiffness up~~. The ~~remarkable thing though was an electric bike could cover 25 miles on one charge with a bet of pedal power or up to 15 miles on battery power lone~~. As the ~~area has grown~~, ~~affordable housing needs have~~ to. ~~<br><br>Mountain cycling is some sort of rough sport~~, ~~so these kind of bicycle parts are crafted accordingly. Now most people wear gloves whilst they are riding because they keep~~ the ~~hands warm. Every person~~ is ~~different and you should looking for a bike that fit'~~s ~~you best. From personal experience they can be not easy to maintain by yourself so a mechanical system may be better for you. A smart shopper knows his or her rights~~, and ~~you should also know this before finalizing any purchase or transaction online.~~ <br><br>~~Folding bike tips on different types of foldable bikes. Never miss the chance to experience mountain biking~~. The ~~tube sits next to your mouth so you can sip~~ as ~~you ride. In no time you~~'ll be cruising through the woods and getting into great shape. Re-lube the chain carefully, making sure each link is covered with oil, spin the pedals backwards a few times, then wipe off any excess oil from the chain with an old rag. <br><br>~~When discount sales are on~~, ~~you need to~~ be ~~sure you understand~~ the ~~terms and conditions of your purchase~~, ~~including warranty information~~. ~~Then~~, ~~the shorter and wider teeth as well~~ as the ~~ramps and pegs in~~ a ~~bike are used in sprocket technology to ease the transition~~ of the ~~gear. Just remember your heart is a muscle and~~ can be ~~developed~~ the ~~more you practice. Now do your comparison-shopping based on five or six available bikes. For those who have just about any queries with regards to where~~ by ~~as well as~~ the ~~way to make use~~ of [~~http://ddm~~.~~nicoschlitter.de/DistributedDataMining/view_profile.php?userid=1161386 Info size bike mountain bike sizing~~.]~~, it~~ is ~~possible to e mail us in the site. With Adventure Kerala~~ ( ~~you will enjoy adventure sports like mountaineering~~, ~~rapelling~~, ~~rock climbing~~, ~~river crossing~~, and ~~a whole lot of adventure activities~~. <br><br>~~You may even consider purchasing two different helmets~~ and ~~prepare yourself~~ for ~~all sorts of~~ these ~~riding experience~~. ~~If you are cycling on incredibly tough uneven ground through woods~~, ~~up mountains etc you would need~~ a ~~full suspension mountain bike~~. The ~~best way of getting mountain bike components~~ is ~~shopping online. Originally founded in 1962~~, ~~Kenda spent~~ a ~~most~~ of ~~the last one-hundred years focused on cycling~~. ~~As with all kinds of products, the prices for kids dirt bike usually vary depending on the size, style, materials and of course manufacturer~~.		{{Infobox knot theory
			\| name= Stevedore knot
			\| practical name= Stevedore knot
			\| image= Blue Stevedore Knot.png
			\| caption=
			\| arf invariant= 0
			\| braid length= 7
			\| braid number= 4
			\| bridge number= 2
			\| crosscap number= 2
			\| crossing number= 6
			\| hyperbolic volume= 3.16396
			\| linking number=
			\| stick number= 8
			\| unknotting number= 1
			\| conway_notation= [42]
			\| ab_notation= 6<sub>1</sub>
			\| dowker notation= 4, 8, 12, 10, 2, 6
			\| thistlethwaite=
			\| last crossing= 5
			\| last order= 2
			\| next crossing= 6
			\| next order= 2
			\| alternating= alternating
			\| class= hyperbolic
			\| fibered=
			\| prime= prime
			\| slice= slice
			\| symmetry= reversible
			\| pretzel= pretzel
			\| tricolorable=
			\| twist= twist
			}}
			[[Image:Double eight -1.JPG\|thumb\|The common [[stevedore knot]]. If the ends were joined together, the result would be equivalent to the mathematical knot.]]

			In [[knot theory]], the '''stevedore knot''' is one of three [[prime knot]]s with [[crossing number (knot theory)\|crossing number]] six, the others being the [[6₂ knot\|6<sub>2</sub> knot]] and the [[6₃ knot\|6<sub>3</sub> knot]]. The stevedore knot is listed as the '''6<sub>1</sub> knot''' in the [[Alexander–Briggs notation]], and it can also be described as a [[twist knot]] with four twists, or as the (5,−1,−1) [[pretzel link\|pretzel knot]].

			The mathematical stevedore knot is named after the common [[stevedore knot]], which is often used as a [[stopper knot\|stopper]] at the end of a [[rope]]. The mathematical version of the knot can be obtained from the common version by joining together the two loose ends of the rope, forming a knotted [[loop (topology)\|loop]].

			The stevedore knot is [[invertible knot\|invertible]] but not [[amphichiral knot\|amphichiral]]. Its [[Alexander polynomial]] is

			:<math>\Delta(t) = -2t+5-2t^{-1}, \,</math>

			its [[Conway polynomial]]{{dn\|date=January 2014}} is

			:<math>\nabla(z) = 1-2z^2, \, </math>

			and its [[Jones polynomial]] is

			:<math>V(q) = q^2-q+2-2q^{-1}+q^{-2}-q^{-3}+q^{-4}. \, </math><ref>{{Knot Atlas\|6_1}}</ref>

			The Alexander polynomial and Conway polynomial are the same as those for the knot 9<sub>46</sub>, but the Jones polynomials for these two knots are different.<ref>{{MathWorld\|title=Stevedore's Knot\|urlname=StevedoresKnot}}</ref> Because the Alexander polynomial is not [[monic polynomial\|monic]], the stevedore knot is not [[fibered knot\|fibered]].

			The stevedore knot is a [[ribbon knot]], and is therefore also a [[slice knot]].

			The stevedore knot is a [[hyperbolic knot]], with its complement having a [[Hyperbolic volume (knot)\|volume]] of approximately 3.16396.

			==See also==
			* [[Figure-eight knot (mathematics)]]

			==References==
			{{reflist}}

			{{Knot theory\|state=collapsed}}

			{{knottheory-stub}}

en>Yobot: WP:CHECKWIKI error fixes + general fixes using AWB (7446)

2010-12-08T18:34:22Z

WP:CHECKWIKI error fixes + general fixes using AWB (7446)

New page

With the backdrop of the Superstition Mountains, you have a scenic mountain bike trail network that can embody every quality of off-road riding in the Southwest. The mountain bike park is within easy riding distance, approximately 3km from the town centre. High end mountain bikes use carbon fibre frames, or other, more exotic materials to reduce weight and keep stiffness up. The remarkable thing though was an electric bike could cover 25 miles on one charge with a bet of pedal power or up to 15 miles on battery power lone. As the area has grown, affordable housing needs have to. Mountain cycling is some sort of rough sport, so these kind of bicycle parts are crafted accordingly. Now most people wear gloves whilst they are riding because they keep the hands warm. Every person is different and you should looking for a bike that fit's you best. From personal experience they can be not easy to maintain by yourself so a mechanical system may be better for you. A smart shopper knows his or her rights, and you should also know this before finalizing any purchase or transaction online. Folding bike tips on different types of foldable bikes. Never miss the chance to experience mountain biking. The tube sits next to your mouth so you can sip as you ride. In no time you'll be cruising through the woods and getting into great shape. Re-lube the chain carefully, making sure each link is covered with oil, spin the pedals backwards a few times, then wipe off any excess oil from the chain with an old rag. When discount sales are on, you need to be sure you understand the terms and conditions of your purchase, including warranty information. Then, the shorter and wider teeth as well as the ramps and pegs in a bike are used in sprocket technology to ease the transition of the gear. Just remember your heart is a muscle and can be developed the more you practice. Now do your comparison-shopping based on five or six available bikes. For those who have just about any queries with regards to where by as well as the way to make use of [http://ddm.nicoschlitter.de/DistributedDataMining/view_profile.php?userid=1161386 Info size bike mountain bike sizing.], it is possible to e mail us in the site. With Adventure Kerala ( you will enjoy adventure sports like mountaineering, rapelling, rock climbing, river crossing, and a whole lot of adventure activities. You may even consider purchasing two different helmets and prepare yourself for all sorts of these riding experience. If you are cycling on incredibly tough uneven ground through woods, up mountains etc you would need a full suspension mountain bike. The best way of getting mountain bike components is shopping online. Originally founded in 1962, Kenda spent a most of the last one-hundred years focused on cycling. As with all kinds of products, the prices for kids dirt bike usually vary depending on the size, style, materials and of course manufacturer.

← Older revision		Revision as of 18:06, 18 October 2014
Line 1:		Line 1:
	~~{{Infobox knot theory~~		Name: Cecile Whitlow<br>Age: 18<br>Country: Australia<br>Town: Valencia Creek <br>Post code: 3860<br>Street: 26 Settlement Road<br><br>My blog [http://www.olwallpaper.com/profile/baprenderg type my essay]
	~~\| name= Stevedore knot~~
	~~\| practical name= Stevedore knot~~
	~~\| image= Blue Stevedore Knot.png~~
	~~\| caption=~~
	~~\| arf invariant= 0~~
	~~\| braid length= 7~~
	~~\| braid number= 4~~
	~~\| bridge number= 2~~
	~~\| crosscap number= 2~~
	~~\| crossing number= 6~~
	~~\| hyperbolic volume= 3.16396~~
	~~\| linking number=~~
	~~\| stick number= 8~~
	~~\| unknotting number= 1~~
	~~\| conway_notation= [42]~~
	~~\| ab_notation= 6~~<~~sub~~>1<~~/sub~~>
	~~\| dowker notation= 4, 8, 12, 10, 2, 6~~
	~~\| thistlethwaite=~~
	~~\| last crossing= 5~~
	~~\| last order= 2~~
	~~\| next crossing= 6~~
	~~\| next order= 2~~
	~~\| alternating= alternating~~
	~~\| class= hyperbolic~~
	~~\| fibered=~~
	~~\| prime= prime~~
	~~\| slice= slice~~
	~~\| symmetry= reversible~~
	~~\| pretzel= pretzel~~
	~~\| tricolorable=~~
	~~\| twist= twist~~
	}}
	~~[[Image~~:~~Double eight -1.JPG\|thumb\|The common [[stevedore knot]]. If the ends were joined together, the result would be equivalent to the mathematical knot.]]~~

	~~In [[knot theory]], the '''stevedore knot''' is one of three [[prime knot]]s with [[crossing number (knot theory)\|crossing number]] six, the others being the [[6₂ knot\|6~~<~~sub~~>~~2</sub> knot]] and the [[6₃ knot\|6~~<~~sub~~>3</sub> knot]]. The stevedore knot is listed as the '''6<sub>1</sub> knot''' in the [[Alexander–Briggs notation]], and it can also be described as a [[twist knot]] with four twists, or as the (5,−1,−1) [[pretzel link\|pretzel knot]].

	The mathematical stevedore knot is named after the common [[stevedore knot]], which is often used as a [[stopper knot\|stopper]] at the end of a [[rope]]. The mathematical version of the knot can be obtained from the common version by joining together the two loose ends of the rope, forming a knotted [[loop (topology)\|loop]].

	~~The stevedore knot is [[invertible knot\|invertible]] but not [[amphichiral knot\|amphichiral]]. Its [[Alexander polynomial]] is~~

	:<~~math~~>~~\Delta(t) = -2t+5-2t^{-1}, \,</math>~~

	~~its [[Conway polynomial]]{{dn\|date=January 2014}} is~~

	:<~~math~~>~~\nabla(z) = 1-2z^2, \,~~ <~~/math~~>

	~~and its [~~[~~Jones polynomial]] is~~

	:~~<math>V(q) = q^2-q+2-2q^{-1}+q^{-2}-q^{-3}+q^{-4}. \, <~~/~~math><ref>{{Knot Atlas\|6_1}}<~~/~~ref>~~

	~~The Alexander polynomial and Conway polynomial are the same as those for the knot 9<sub>46<~~/~~sub>, but the Jones polynomials for these two knots are different.<ref>{{MathWorld\|title=Stevedore's Knot\|urlname=StevedoresKnot}}<~~/~~ref> Because the Alexander polynomial is not [[monic polynomial\|monic]], the stevedore knot is not [[fibered knot\|fibered]].~~

	~~The stevedore knot is a [[ribbon knot]], and is therefore also a [[slice knot]].~~

	~~The stevedore knot is a [[hyperbolic knot]], with its complement having a [[Hyperbolic volume (knot)\|volume]] of approximately 3.16396.~~

	~~==See also==~~
	* [[Figure-eight knot (mathematics)]]

	~~==References==~~
	~~{{reflist}}~~

	~~{{Knot theory\|state=collapsed}}~~

	~~{{knottheory-stub}}~~