General ledger - Revision history

en>Melonkelon: Reverted 1 good faith edit by 122.129.199.202 using STiki, misspelling

2014-12-12T22:41:42Z

Reverted 1 good faith edit by 122.129.199.202 using STiki, misspelling

← Older revision		Revision as of 00:41, 13 December 2014
Line 1:		Line 1:
	~~<br><br>I woke up yesterday and realised - I have also been single for~~ a ~~little~~ while ~~today and following much bullying from buddies I today find myself opted for [http://minioasis~~.~~com luke bryan meet and greet tickets] internet dating~~. ~~They promised me that there are lots~~ of ~~standard, sweet and entertaining visitors to meet~~, so ~~here goes~~ the ~~message!~~<br>~~My family and friends are awe-inspiring and spending time with them at tavern gigabytes or dishes~~ is ~~consistently a must. I haven't ever been in to cabarets as I locate that one can do not~~ get ~~a significant dialogue against the sound. I likewise have 2 really adorable and undoubtedly cheeky dogs who are invariably keen to meet luke bryan songs -~~ [http://~~lukebryantickets~~.~~neodga~~.~~com~~ http://~~lukebryantickets~~.~~neodga~~.~~com]~~, ~~new individuals~~.<br>~~I try~~ and ~~maintain as physically healthy as potential coming~~ to ~~the gym many times a week~~. ~~I appreciate my sports~~ and ~~try to~~ play ~~or view as numerous a potential~~. ~~I will frequently at Hawthorn matches being wintertime~~. ~~Note: I~~ have ~~seen the carnage~~ of ~~wrestling matches at [http://www~~.~~Tumblr~~.~~com/tagged/stocktake stocktake] revenue~~, ~~In case that~~ you ~~will considered shopping a sport I~~ don't ~~mind~~.<br><br>~~my web blog~~ ..~~. luke bryan~~ the ~~today show - [http://lukebryantickets~~.~~lazintechnologies~~.~~com lukebryantickets~~.~~lazintechnologies~~.~~com] -~~		In case you are having trouble seeing a casino game while you are play it, try adjusting each brightness environment. Might make the display noise clear, enhancing your video game players expertise. And let us face it, you will not achieve any kind of success if you cannot see what you're doing, so make the game meet your needs.<br><br>

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en>Cydebot: Robot - Speedily moving category Accountancy journals and ledgers to :Category:Accounting journals and ledgers per CFDS.

2014-02-13T16:37:24Z

Robot - Speedily moving category Accountancy journals and ledgers to Category:Accounting journals and ledgers per CFDS.

← Older revision		Revision as of 18:37, 13 February 2014
Line 1:		Line 1:
	~~:''See [[Lyapunov stability]], which gives~~ a ~~definition of '''asymptotic stability'''~~ for ~~more general~~ [~~[dynamical systems]~~]. ~~All '''exponentially stable''' systems~~ are ~~also '''asymptotically stable.'''''~~		<br><br>I woke up yesterday and realised - I have also been single for a little while today and following much bullying from buddies I today find myself opted for [http://minioasis.com luke bryan meet and greet tickets] internet dating. They promised me that there are lots of standard, sweet and entertaining visitors to meet, so here goes the message!<br>My family and friends are awe-inspiring and spending time with them at tavern gigabytes or dishes is consistently a must. I haven't ever been in to cabarets as I locate that one can do not get a significant dialogue against the sound. I likewise have 2 really adorable and undoubtedly cheeky dogs who are invariably keen to meet luke bryan songs - [http://lukebryantickets.neodga.com http://lukebryantickets.neodga.com], new individuals.<br>I try and maintain as physically healthy as potential coming to the gym many times a week. I appreciate my sports and try to play or view as numerous a potential. I will frequently at Hawthorn matches being wintertime. Note: I have seen the carnage of wrestling matches at [http://www.Tumblr.com/tagged/stocktake stocktake] revenue, In case that you will considered shopping a sport I don't mind.<br><br>my web blog ... luke bryan the today show - [http://lukebryantickets.lazintechnologies.com lukebryantickets.lazintechnologies.com] -
	~~In [[control theory]]~~, ~~a continuous [[LTI system theory\|linear time-invariant system]] is '''exponentially stable''' if~~ and ~~only if the system has [[eigenvalue]]s (i.e., the [[pole (complex analysis)\|pole]]s of input-~~to~~-output systems) with strictly negative real parts. (i.e.~~, in the ~~left half of the [[complex plane]]).~~<~~ref~~>~~David N. Cheban (2004), ''Global Attractors Of Non-autonomous Dissipative Dynamical Systems''. p. 47</ref> A discrete~~-time input-to-output LTI system is exponentially stable if and only if the poles of its [[transfer function]] lie strictly within the [[unit circle]] centered on the origin of the complex plane. Exponential stability is a ~~form of [[asymptotic stability]]~~. ~~Systems~~ that ~~are not LTI are exponentially stable if their convergence is [[bounded function\|bounded]] by [[exponential growth\|exponential decay]].~~

	~~==Practical consequences==~~

	~~An exponentially stable LTI system is~~ one ~~that will~~ not ~~"blow up" (i.e., give an unbounded output) when given~~ a ~~finite input or non-zero initial condition. Moreover, if~~ the ~~system is given a fixed, finite input (i.e~~.~~, a [[Heaviside step function\|step]]), then any resulting oscillations in the output will decay at an [[exponential growth\|exponential rate]],~~ and ~~the output will tend [[asymptote\|asymptotically]]~~ to ~~a new final, steady~~-~~state value. If the system is instead given a~~ [~~[Dirac delta function\|Dirac delta impulse]] as input, then induced oscillations will die away and the system will return to its previous value~~. ~~If oscillations do not die away, or the system does not return to its original output when an impulse is applied, the system is instead [[marginal stability\|marginally stable]]~~.

	~~==Example exponentially stable LTI systems==~~

	~~[[Image~~:~~AsymptoticStabilityImpulseScilab~~.~~png\|thumb\|320px\|The impulse responses of two exponentially stable systems~~]]

	~~The graph on the right shows the [[impulse response]] of two similar systems~~. ~~The green curve is the response of the system with impulse response~~ <~~math~~>~~y(t) = e^{-\frac{t}{5}}</math>, while the blue represents the system <math>y(t) = e^{-\frac{t}{5}}\sin(t)</math>. Although one response is oscillatory, both return~~ to the ~~original value of 0 over time.~~

	~~===Real-world example===~~

	~~Imagine putting~~ a ~~marble in a ladle~~. ~~It will settle itself into the lowest point of the ladle~~ and~~, unless disturbed, will stay there. Now imagine giving the ball a push, which is an approximation~~ to a ~~Dirac [[Dirac delta function\|delta impulse]]~~. ~~The marble~~ will ~~roll back and forth but eventually resettle in the bottom of the ladle~~. ~~Drawing~~ the ~~horizontal position~~ of ~~the marble over time would give a gradually diminishing sinusoid rather like the blue curve in the image above~~.

	~~A step input in this case requires supporting the marble away from the bottom of the ladle, so that it cannot roll back~~. ~~It will stay in the same position and will not~~, ~~as would be the~~ case ~~if the system were only marginally stable or entirely unstable, continue to move away from the bottom of the ladle under this constant force equal to its weight.~~

	~~It is important to note~~ that ~~in this example the system is not stable for all inputs. Give the marble a big enough push, and it~~ will ~~fall out of the ladle and fall, stopping only when it reaches the floor. For some systems, therefore, it is proper to state that~~ a ~~system is exponentially stable ''over a certain range of inputs'~~'.

	~~==See also==~~
	* [[Control theory]]
	* [[State space (controls)]]

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

	~~==External links==~~
	* [http://~~www~~.~~princeton~~.~~edu/~ap/stability~~.~~pdf~~. ~~Parameter estimation and asymptotic stability instochastic filtering], Anastasia Papavasiliou∗September 28, 2004~~


	~~[[Category:Dynamical systems]]~~
	~~[[Category:Stability theory]]~~

	~~[[fr:Stabilité de Lyapunov#Les stabilités]~~]

en>Well-rested: added accounting template and refimprove

2014-01-01T05:55:43Z

added accounting template and refimprove

← Older revision		Revision as of 07:55, 1 January 2014
Line 1:		Line 1:
	~~<br><br>It is very common to have~~ a ~~dental emergency --~~ a ~~fractured tooth, an abscess, or severe pain when chewing. Over~~-~~the-counter pain medication~~ is ~~just masking~~ the ~~problem~~. ~~Seeing an emergency dentist is critical to getting~~ the ~~source~~ of ~~the problem diagnosed and corrected as soon as possible~~.~~<br><br>Here are some common dental emergencies:<br>Toothache: The most common dental emergency~~. ~~This generally means a badly decayed tooth~~. ~~As the pain affects the tooth's nerve~~, ~~treatment involves gently removing any debris lodged~~ in the ~~cavity being careful not to poke deep as this will cause severe pain if the nerve is touched. Next rinse vigorously with warm water. Then soak a small piece~~ of ~~cotton in oil of cloves and insert it in~~ the ~~cavity~~. ~~This will give temporary relief until a dentist can be reached.<br>~~<br>~~At times the pain may have a more obscure location such as decay under an old filling~~. ~~As this can be only corrected by a dentist there are two things you can do to help the pain. Administer a pain pill~~ (~~aspirin or some other analgesic~~) ~~internally or dissolve a tablet in a half glass (4 oz) of warm water holding it in the mouth for several minutes before spitting it out~~. ~~DO NOT PLACE A WHOLE TABLET OR ANY PART OF IT IN THE TOOTH OR AGAINST THE SOFT GUM TISSUE AS IT WILL RESULT IN A NASTY BURN~~.<br>~~<br>Swollen Jaw: This may be caused by several conditions~~ the ~~most probable being an abscessed tooth. In any case~~ the ~~treatment should be to reduce pain and swelling. An ice pack held~~ on the ~~outside~~ of the ~~jaw, (ten minutes on and ten minutes off) will take care~~ of ~~both~~. ~~If this does~~ not ~~control the pain~~, an ~~analgesic tablet can be~~ given ~~every four hours~~.~~<br><br>Other Oral Injuries: Broken teeth~~, ~~cut lips, bitten tongue or lips~~ if ~~severe means~~ a ~~trip to~~ a ~~dentist as soon as possible. In~~ the ~~mean time rinse the mouth with warm water~~ and ~~place cold compression~~ the ~~face opposite the injury~~. If ~~there~~ is a ~~lot of bleeding~~, ~~apply direct pressure~~ to ~~the bleeding area~~. If ~~bleeding~~ does not ~~stop get patient~~ to the ~~emergency room of a hospital as stitches may be necessary~~.~~<br><br>Prolonged Bleeding Following Extraction~~: ~~Place a gauze pad or better still a moistened tea bag over~~ the ~~socket and have~~ the ~~patient bite down gently on it for 30 to 45 minutes~~. The ~~tannic acid in~~ the ~~tea seeps into~~ the ~~tissues and often helps stop the bleeding. If bleeding continues after two hours~~, ~~call~~ the ~~dentist or take patient to the emergency room of~~ the ~~nearest hospital.~~<br><br>~~Broken Jaw: If you suspect the patient's jaw~~ is ~~broken~~, ~~bring~~ the ~~upper and lower teeth together~~. ~~Put~~ a ~~necktie, handkerchief or towel under the chin, tying it over the head to immobilize the jaw until you can get the patient to~~ a ~~dentist or~~ the ~~emergency room~~ of ~~a hospital~~.~~<br><br>Painful Erupting Tooth: In young children teething pain can come from~~ a ~~loose baby tooth or from~~ an ~~erupting permanent tooth~~. ~~Some relief can be given by crushing a little ice~~ and ~~wrapping it~~ in ~~gauze or a clean piece~~ of ~~cloth and putting it directly on~~ the ~~tooth or gum tissue where it hurts~~. ~~The numbing effect~~ of the ~~cold, along with an appropriate dose~~ of ~~aspirin~~, ~~usually provides temporary relief~~.~~<br><br>In young adults~~, ~~an erupting 3rd molar (Wisdom tooth), especially~~ if ~~it is impacted~~, ~~can cause~~ the ~~jaw~~ to ~~swell and be quite painful~~. ~~Often~~ the ~~gum around~~ the ~~tooth~~ will ~~show signs~~ of ~~infection~~. ~~Temporary relief can be had by giving aspirin or~~ some ~~other painkiller and by dissolving an aspirin in half~~ a ~~glass of warm water and holding this solution in the mouth~~ over ~~the sore gum. AGAIN DO NOT PLACE A TABLET DIRECTLY OVER THE GUM OR CHEEK OR USE THE ASPIRIN SOLUTION ANY STRONGER THAN RECOMMENDED TO PREVENT BURNING THE TISSUE. The swelling~~ of ~~the jaw can be reduced by using an ice pack on the outside of the face at intervals of ten minutes on and ten minutes off~~.~~<br><br>If you have any concerns about in which and~~ also ~~how you can employ~~ [http://www.~~youtube~~.~~com~~/~~watch?v=90z1mmiwNS8 dentist DC~~], ~~you can email us from our own webpage.~~		:''See [[Lyapunov stability]], which gives a definition of '''asymptotic stability''' for more general [[dynamical systems]]. All '''exponentially stable''' systems are also '''asymptotically stable.'''''
			In [[control theory]], a continuous [[LTI system theory\|linear time-invariant system]] is '''exponentially stable''' if and only if the system has [[eigenvalue]]s (i.e., the [[pole (complex analysis)\|pole]]s of input-to-output systems) with strictly negative real parts. (i.e., in the left half of the [[complex plane]]).<ref>David N. Cheban (2004), ''Global Attractors Of Non-autonomous Dissipative Dynamical Systems''. p. 47</ref> A discrete-time input-to-output LTI system is exponentially stable if and only if the poles of its [[transfer function]] lie strictly within the [[unit circle]] centered on the origin of the complex plane. Exponential stability is a form of [[asymptotic stability]]. Systems that are not LTI are exponentially stable if their convergence is [[bounded function\|bounded]] by [[exponential growth\|exponential decay]].

			==Practical consequences==

			An exponentially stable LTI system is one that will not "blow up" (i.e., give an unbounded output) when given a finite input or non-zero initial condition. Moreover, if the system is given a fixed, finite input (i.e., a [[Heaviside step function\|step]]), then any resulting oscillations in the output will decay at an [[exponential growth\|exponential rate]], and the output will tend [[asymptote\|asymptotically]] to a new final, steady-state value. If the system is instead given a [[Dirac delta function\|Dirac delta impulse]] as input, then induced oscillations will die away and the system will return to its previous value. If oscillations do not die away, or the system does not return to its original output when an impulse is applied, the system is instead [[marginal stability\|marginally stable]].

			==Example exponentially stable LTI systems==

			[[Image:AsymptoticStabilityImpulseScilab.png\|thumb\|320px\|The impulse responses of two exponentially stable systems]]

			The graph on the right shows the [[impulse response]] of two similar systems. The green curve is the response of the system with impulse response <math>y(t) = e^{-\frac{t}{5}}</math>, while the blue represents the system <math>y(t) = e^{-\frac{t}{5}}\sin(t)</math>. Although one response is oscillatory, both return to the original value of 0 over time.

			===Real-world example===

			Imagine putting a marble in a ladle. It will settle itself into the lowest point of the ladle and, unless disturbed, will stay there. Now imagine giving the ball a push, which is an approximation to a Dirac [[Dirac delta function\|delta impulse]]. The marble will roll back and forth but eventually resettle in the bottom of the ladle. Drawing the horizontal position of the marble over time would give a gradually diminishing sinusoid rather like the blue curve in the image above.

			A step input in this case requires supporting the marble away from the bottom of the ladle, so that it cannot roll back. It will stay in the same position and will not, as would be the case if the system were only marginally stable or entirely unstable, continue to move away from the bottom of the ladle under this constant force equal to its weight.

			It is important to note that in this example the system is not stable for all inputs. Give the marble a big enough push, and it will fall out of the ladle and fall, stopping only when it reaches the floor. For some systems, therefore, it is proper to state that a system is exponentially stable ''over a certain range of inputs''.

			==See also==
			* [[Control theory]]
			* [[State space (controls)]]

			==References==
			{{reflist}}

			==External links==
			* [http://www.princeton.edu/~ap/stability.pdf. Parameter estimation and asymptotic stability instochastic filtering], Anastasia Papavasiliou∗September 28, 2004


			[[Category:Dynamical systems]]
			[[Category:Stability theory]]

			[[fr:Stabilité de Lyapunov#Les stabilités]]

en>SchreiberBike: Repairing links to disambiguation pages - You can help! - Loss

2012-07-06T05:22:35Z

Repairing links to disambiguation pages - You can help! - Loss

New page

It is very common to have a dental emergency -- a fractured tooth, an abscess, or severe pain when chewing. Over-the-counter pain medication is just masking the problem. Seeing an emergency dentist is critical to getting the source of the problem diagnosed and corrected as soon as possible. Here are some common dental emergencies: Toothache: The most common dental emergency. This generally means a badly decayed tooth. As the pain affects the tooth's nerve, treatment involves gently removing any debris lodged in the cavity being careful not to poke deep as this will cause severe pain if the nerve is touched. Next rinse vigorously with warm water. Then soak a small piece of cotton in oil of cloves and insert it in the cavity. This will give temporary relief until a dentist can be reached. At times the pain may have a more obscure location such as decay under an old filling. As this can be only corrected by a dentist there are two things you can do to help the pain. Administer a pain pill (aspirin or some other analgesic) internally or dissolve a tablet in a half glass (4 oz) of warm water holding it in the mouth for several minutes before spitting it out. DO NOT PLACE A WHOLE TABLET OR ANY PART OF IT IN THE TOOTH OR AGAINST THE SOFT GUM TISSUE AS IT WILL RESULT IN A NASTY BURN. Swollen Jaw: This may be caused by several conditions the most probable being an abscessed tooth. In any case the treatment should be to reduce pain and swelling. An ice pack held on the outside of the jaw, (ten minutes on and ten minutes off) will take care of both. If this does not control the pain, an analgesic tablet can be given every four hours. Other Oral Injuries: Broken teeth, cut lips, bitten tongue or lips if severe means a trip to a dentist as soon as possible. In the mean time rinse the mouth with warm water and place cold compression the face opposite the injury. If there is a lot of bleeding, apply direct pressure to the bleeding area. If bleeding does not stop get patient to the emergency room of a hospital as stitches may be necessary. Prolonged Bleeding Following Extraction: Place a gauze pad or better still a moistened tea bag over the socket and have the patient bite down gently on it for 30 to 45 minutes. The tannic acid in the tea seeps into the tissues and often helps stop the bleeding. If bleeding continues after two hours, call the dentist or take patient to the emergency room of the nearest hospital. Broken Jaw: If you suspect the patient's jaw is broken, bring the upper and lower teeth together. Put a necktie, handkerchief or towel under the chin, tying it over the head to immobilize the jaw until you can get the patient to a dentist or the emergency room of a hospital. Painful Erupting Tooth: In young children teething pain can come from a loose baby tooth or from an erupting permanent tooth. Some relief can be given by crushing a little ice and wrapping it in gauze or a clean piece of cloth and putting it directly on the tooth or gum tissue where it hurts. The numbing effect of the cold, along with an appropriate dose of aspirin, usually provides temporary relief. In young adults, an erupting 3rd molar (Wisdom tooth), especially if it is impacted, can cause the jaw to swell and be quite painful. Often the gum around the tooth will show signs of infection. Temporary relief can be had by giving aspirin or some other painkiller and by dissolving an aspirin in half a glass of warm water and holding this solution in the mouth over the sore gum. AGAIN DO NOT PLACE A TABLET DIRECTLY OVER THE GUM OR CHEEK OR USE THE ASPIRIN SOLUTION ANY STRONGER THAN RECOMMENDED TO PREVENT BURNING THE TISSUE. The swelling of the jaw can be reduced by using an ice pack on the outside of the face at intervals of ten minutes on and ten minutes off. If you have any concerns about in which and also how you can employ [http://www.youtube.com/watch?v=90z1mmiwNS8 dentist DC], you can email us from our own webpage.