Bell Laboratories Layered Space-Time - Revision history

en>Trappist the monk: Remove redundant |year= parameter from CS1 citations; using AWB

2014-12-02T18:54:36Z

Remove redundant |year= parameter from CS1 citations; using AWB

← Older revision		Revision as of 20:54, 2 December 2014
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	~~{{Unreferenced\|date=February 2011}}~~		I would like to introduce myself to you, I am Jayson Simcox but I don't like when people use my full title. For years he's been living in Alaska and he doesn't strategy on changing it. She works as a travel agent but soon she'll be on her personal. I am truly fond of to go to karaoke but I've been using on new issues recently.<br><br>Here is my web site - [http://help.ksu.edu.sa/node/65129 accurate psychic predictions]
	''~~'Biological exponential growth''' is the exponential growth of biological organisms. When the resources availability is unlimited in the [[habitat]], the [[population]] of an [[organism]]~~ living in ~~the habitat grows in an [[Exponential growth\|exponential]] or geometric fashion~~.

	~~Resource availability is obviously essential for the unimpeded growth of~~ a ~~population~~. ~~Ideally, when resources in the habitat are unlimited, each species has the ability~~ to ~~realise fully its innate potential~~ to ~~grow in number, as [[Charles Darwin]] observed while developing his theory of [[natural selection]]~~.

	If, in a hypothetical population of size ''N'', the birth rates (per capita) are represented as ''b'' and death rates (per capita) as ''d'', then the increase or decrease in ''N'' during a time period ''t'' will be:

	<~~math~~>~~dN/dt=(b-d)N~~<~~/math~~>

	(b-~~d) is called the 'intrinsic rate of natural increase' and is a very important parameter chosen for assessing the impacts of any biotic or~~ [~~[Abiotic components\|abiotic factor]] on population growth.~~

	~~Any species growing exponentially under unlimited resource conditions can reach enormous [[Population density\|population densities]] in a short time~~. ~~Darwin showed how even a slow growing animal like the [[elephant]] could reach an enormous population if there were unlimited resources for its growth in its habitat~~.

	~~If birth giving takes two parents we get [[Nurgaliev's law]]~~.


	~~[[Category:Biology]]~~
	~~[[Category:Biology articles needing attention]]~~
	~~[[Category:Population ecology]~~]

129.169.174.19 at 14:56, 8 January 2014

2014-01-08T14:56:42Z

← Older revision		Revision as of 16:56, 8 January 2014
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	~~The individual who wrote~~ the ~~post online psychic chat (~~[~~http://hknews~~.~~classicmall~~.~~com~~.hk/~~groups~~/~~some-simple-tips-for~~-~~personal-development-progress/ hknews.classicmall.com.hk]~~) is ~~known as Jayson Hirano~~ and ~~he totally digs that name. The preferred hobby~~ for ~~him and his kids is to perform lacross and he would by no means give it up~~. ~~I've always cherished living~~ in ~~Mississippi~~. ~~My day occupation is~~ an ~~information officer but I~~'~~ve currently utilized for another 1~~.~~<br><br>Feel free to surf to my blog~~ :~~: telephone~~ [~~http~~:~~//ustanford.com/index.php?do=/profile-38218/info/ psychic solutions by lynne~~], [~~http~~:~~//www.edmposts.com/build-a-beautiful-organic-garden-using-these-ideas/ mouse click for source~~],		{{Unreferenced\|date=February 2011}}
			'''Biological exponential growth''' is the exponential growth of biological organisms. When the resources availability is unlimited in the [[habitat]], the [[population]] of an [[organism]] living in the habitat grows in an [[Exponential growth\|exponential]] or geometric fashion.

			Resource availability is obviously essential for the unimpeded growth of a population. Ideally, when resources in the habitat are unlimited, each species has the ability to realise fully its innate potential to grow in number, as [[Charles Darwin]] observed while developing his theory of [[natural selection]].

			If, in a hypothetical population of size ''N'', the birth rates (per capita) are represented as ''b'' and death rates (per capita) as ''d'', then the increase or decrease in ''N'' during a time period ''t'' will be:

			<math>dN/dt=(b-d)N</math>

			(b-d) is called the 'intrinsic rate of natural increase' and is a very important parameter chosen for assessing the impacts of any biotic or [[Abiotic components\|abiotic factor]] on population growth.

			Any species growing exponentially under unlimited resource conditions can reach enormous [[Population density\|population densities]] in a short time. Darwin showed how even a slow growing animal like the [[elephant]] could reach an enormous population if there were unlimited resources for its growth in its habitat.

			If birth giving takes two parents we get [[Nurgaliev's law]].


			[[Category:Biology]]
			[[Category:Biology articles needing attention]]
			[[Category:Population ecology]]

en>Isheden: /* Further reading */ Citation template with url

2012-08-06T15:37:55Z

Further reading: Citation template with url

New page

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