en>Fnielsen: Correction

2013-11-07T00:28:49Z

Correction

← Older revision		Revision as of 02:28, 7 November 2013
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	~~It depends on the quality of the Wordpress theme but even if it's not a professional one you will be able to average 50-60$ EACH link~~. ~~It is used by around 25% of all new websites~~, and there are more than 27 thousand plugins currently available. One really cool features about this amazing and free wp plugin is that the code it generates is completely portable. If you're using Wordpress and want to make your blog a "dofollow" blog, ~~meaning that links from your blog pass on the benefits of Google pagerank~~, ~~you can install one of the many dofollow plugins available. If you are happy with your new look then click "Activate 'New Theme'" in the top right corner. <br><br>~~		{{Infobox scientist
			\| name = Menachem Magidor
			\| image = MenachemMagidor.jpg
			\| image_size = 180px
			\| caption = Professor Menachem Magidor in Jerusalem, December 2006
			\| birth_date = {{Birth date and age\|1946\|1\|24}}
			\| birth_place = [[Petah Tikva]]
			\| residence = [[Jerusalem]], [[Israel]]
			\| nationality = [[Israel]]i
			\| ethnicity = [[Jewish]]
			\| field = [[Mathematician]]
			\| work_institution = [[Hebrew University]]
			\| alma_mater = [[Hebrew University]]
			\| doctoral_advisor = [[Azriel Lévy]]
			\| doctoral_students =
			\| known_for = [[Mathematical logic]], [[Axiomatic Set Theory\|Set theory]], [[Large cardinal property]]
			\| prizes =
			\| footnotes =
			}}

	~~If you adored this article and you want to obtain guidance relating to~~ [~~http://xyz.ms/backup_plugin_683895 wordpress backup~~] ~~kindly check out our own internet site~~. ~~Always remember that an effective linkwheel strategy strives to answer all~~ the ~~demands~~ of ~~popular search engines while reacting to the latest marketing number trends~~. ~~Wordpress have every reason with it which promote wordpress development~~. ~~It sorts the results of a search according to category, tags and comments~~. ~~So if you want to create blogs or have a website for your business or for personal reasons, you can take advantage of free Word - Press installation to get started~~. ~~Aided by~~ the ~~completely foolproof j - Query color selector~~, ~~you~~'~~re able to change~~ the ~~colors~~ of ~~factors of your theme a the click on the screen, with very little previous web site design experience~~. <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. For~~ a ~~much deeper understanding of simple wordpress themes", check out Upon browsing such, you'll be able~~ to ~~know valuable facts~~. ~~The animation~~ can be ~~quite subtle these as snow falling gently~~ or ~~some twinkling start in~~ the ~~track record which are essentially~~ not ~~distracting but as an alternative gives some viewing enjoyment for~~ the ~~visitor~~ of the ~~internet site. Customization~~ of ~~web layout is easy due to~~ the ~~availability~~ of ~~huge selection~~ of ~~templates~~. <br><br>~~The next thing I did after installing Wordpress was~~ to ~~find myself~~ a ~~free good-looking Wordpress-theme offering~~ the ~~functionality I was after~~. ~~php file in~~ the ~~Word - Press root folder~~ and ~~look for this line (line 73 in our example):. Normally~~, ~~the Word - Press developers make~~ a ~~thorough research on your website goals and then ingrain the most suitable graphical design elements to your website. There are many advantages~~ of ~~hiring Wordpress developers for Wordpress project development:~~. ~~The popularity~~ of ~~Word - Press has increased~~ the ~~demand for Word - Press themes~~ and ~~these themes sells like hot cake on~~ the ~~internet~~. <br><br>~~Instead~~, ~~you can easily just include it with our bodies integration field in e - Panel~~. s ~~ability to use different themes~~ and ~~skins known as Word - Press Templates or Themes~~. ~~You can select color~~ of ~~your choice~~, ~~graphics of your favorite~~, ~~skins~~, ~~photos~~, pages, ~~etc~~. ~~Working with a Word - Press blog~~ and the ~~appropriate cost-free Word - Press theme~~, ~~you can get a professional internet site up~~ and ~~published in no time at all~~. ~~Article Source~~: ~~Hostgator discount coupons for your Wordpress site here~~.		'''Menachem Magidor''' (born 1946) is an [[Israel]]i [[mathematician]] who specializes in [[mathematical logic]], in particular [[Axiomatic Set Theory\|set theory]]. He served as President of the [[Hebrew University of Jerusalem]].

			== Biography ==
			Menachem Magidor was born in [[Petah Tikva]] on January 24, 1946.
			He received his [[Ph.D.]] in 1973 from the Hebrew University. His thesis, ''On Super Compact Cardinals'', was written under the supervision of [[Azriel Lévy]].<ref>{{MathGenealogy\|id=24629}}</ref>

			== Mathematical theories ==
			Magidor obtained several important consistency results on powers of singular cardinals substantially developing the method of [[Forcing (mathematics)\|forcing]]. He [[list of forcing notions#Magidor forcing\|generalized]] the [[list of forcing notions#Prikry forcing\|Prikry forcing]] in order to change the cofinality of a large cardinal to a predetermined regular cardinal. He proved that the least [[strongly compact cardinal]] can be equal to the least [[measurable cardinal]] or to the least [[supercompact cardinal]] (but not at the same time). Assuming consistency of huge cardinals he constructed models (1977) of set theory with first examples of nonregular ultrafilters over very small cardinals (related to the famous Guilmann Keisler problem concerning existence of nonregular ultrafilters), even with the example of jumping cardinality of ultrapowers. He proved consistent that <math>\aleph_\omega</math> is strong limit, but <math>2^{\aleph_\omega}=\aleph_{\omega+2}</math>. He even strengthened the condition that <math>\aleph_\omega</math> is strong limit to that GCH holds below <math>\aleph_\omega</math>. This constituted a negative solution to the [[singular cardinals hypothesis]]. Both proofs used the consistency of very large cardinals. With [[Matthew Foreman]] and [[Saharon Shelah]] they formulated and proved the consistency of [[Martin's maximum]], a provably maximal form of [[Martin's axiom]]. Magidor also gave a simple proof of the Jensen and the Dodd-Jensen [[covering lemma]]s. He proved that if [[zero sharp\|0<sup>#</sup>]] does not exist then every primitive recursive closed set of ordinals is the union of countably many sets in L.

			== Selected published works ==
			* {{cite journal\|title=On the singular cardinals problem. I\|author=Magidor, Menachem\|journal= Israel J. Math.\|volume=28\|year=1977\|issue=1–2\|pages=1–31\|doi=10.1007/BF02759779}}
			* {{cite journal\|title=On the singular cardinals problem. II\|author=Magidor, Menachem\|journal=[[Annals of Mathematics\|Ann. Math. (2)]]\|volume=106\|year=1977\|issue=3\|pages=517–547\|doi=10.2307/1971065\|jstor=1971065\|publisher=The Annals of Mathematics, Vol. 106, No. 3}}
			* {{cite journal\|title=Martin's maximum, saturated ideals, and nonregular ultrafilters. I\|author= Foreman, Matthew; Magidor, Menachem and Shelah, Saharon\|journal=Ann. Of Math. (2)\|year=1988\|volume=127\|issue=1\|pages=1–47\|doi=10.2307/1971415\|jstor=1971415\|publisher=The Annals of Mathematics, Vol. 127, No. 1}}
			* {{cite journal\|title=Martin's maximum, saturated ideals, and nonregular ultrafilters\|author= Foreman, Matthew; Magidor, Menachem and Shelah, Saharon\|journal=Ann. Of Math. (2)\|year=1988\|volume=127\|issue=3\|pages=521–545\|doi=10.2307/2007004\|jstor=2007004\|publisher=The Annals of Mathematics, Vol. 127, No. 3\|unused_data=I}}
			* {{cite journal\|title=Large cardinals and definable counterexamples to the continuum hypothesis\|author=Foreman, Matthew and Magidor, Menachem\|journal=Annals of Pure and Applied Logic\|year=1995\|volume=76\|issue=1\|pages=47–97\|doi=10.1016/0168-0072(94)00031-W}}

			== References ==
			<references/>

			{{Authority control\|VIAF=98025972}}

			{{Persondata <!-- Metadata: see [[Wikipedia:Persondata]]. -->
			\| NAME =Magidor, Menachem
			\| ALTERNATIVE NAMES =
			\| SHORT DESCRIPTION = Israeli mathematician
			\| DATE OF BIRTH =January 24, 1946
			\| PLACE OF BIRTH =[[Petah Tikva]]
			\| DATE OF DEATH =
			\| PLACE OF DEATH =
			}}
			{{DEFAULTSORT:Magidor, Menachem}}
			[[Category:1946 births]]
			[[Category:Living people]]
			[[Category:Hebrew University of Jerusalem faculty]]
			[[Category:Israeli mathematicians]]
			[[Category:20th-century mathematicians]]
			[[Category:21st-century mathematicians]]
			[[Category:Set theorists]]

en>Qetuth: more specific stub type

2012-01-01T15:43:02Z

more specific stub type

New page

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Single-entry matrix - Revision history

en>Fnielsen: Correction

en>Qetuth: more specific stub type