Wikipedia:Articles for creation/2007-11-16: Difference between revisions
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== Hashford Edison's Hanford Band == |
== Hashford Edison's Hanford Band == |
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Hashford Edison's Hanford band was a [[post-punk]] band from [[Seattle]], [[Washington]] that was formed out of the ashes of [[the Gits]]. It featured [[Dave Grohl]] on bass guitar. The band toured in 2003 with [[The Fastbacks]], and the [[Young Fresh Fellows]]. They released one [[7-inch]] on [[Popllama]] records in 2005. |
Hashford Edison's Hanford band was a [[post-punk]] band from [[Seattle]], [[Washington]] that was formed out of the ashes of [[the Gits]]. It featured [[Dave Grohl]] on bass guitar. The band toured in 2003 with [[The Fastbacks]], and the [[Young Fresh Fellows]]. They released one [[7-inch]] on [[Popllama]] records in 2005. |
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"Poor Man's Muisc Almanac Interview" [http://www.PorMan.com/hashford] |
"Poor Man's Muisc Almanac Interview" [http://www.PorMan.com/hashford] |
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"Tinymixtapes" [http://tinymixtapes.com/hashfordedison] |
"Tinymixtapes" [http://tinymixtapes.com/hashfordedison] |
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<br />[[Image:Symbol declined.svg|20px]] '''Declined'''. This suggestion doesn't sufficiently explain the importance or significance of the subject. See the [[WP:SPEEDY#A7|speedy deletion criteria A7]] and/or [[WP:MUSIC|guidelines on musical artists]]. Please provide more information on why this musical artist is worthy of inclusion in an encyclopedia. Thank you. [[User:Graeme Bartlett|Graeme Bartlett]] ([[User talk:Graeme Bartlett|talk]]) 09:39, 18 November 2007 (UTC) |
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== 1st Lacross goal for W-L 2000 == |
== 1st Lacross goal for W-L 2000 == |
Revision as of 09:39, 18 November 2007
Gerrit De Geest
Gerrit De Geest (b. 1960) is a Professor of Law at Washington University School of Law. He earned his J.D. in 1983, M.E. in 1986 and PhD in 1993 from Ghent University. He specializes in law and economics and comparative law. He is co-editor of the Encyclopedia of Law and Economics with Boudewijn Bouckaert and consultant editor of the European Review of Contract Law. He is a member of the European Group on an Integrated Contract Law, the Economic Impact Group of the Common Principles of European Contract Law, and past president of the European Association of Law and Economics.
Bibliography
- Boudewijn Bouckaert and Gerrit De Geest, eds., Encyclopedia of Law and Economics (Edward Elgar, 2000)
External links
- Encyclopedia of Law and Economics
- Washington University School of Law Faculty Profile
- Universiteit Gent Law Faculty Profile
71.8.202.235 00:08, 16 November 2007 (UTC) Articles for creation/2007-11-16
Aggripina
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Air Marshall Sir Harold E Whittingham
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Michael Yo
Professional
Michael Yo has interviewed: Madonna, Justin Timberlake, Beyonce, Tom Cruise, John Mayer, Will Smith, Britney Spears, Jaime Foxx, and Christina Aguilera.
Michael hosts "Yo on E!," on E!. Yo's three-hour live show covers hot topics in Hollywood and features listener calls, emails, IMs and voicemails, so fans can share their opinions.
Michael also broadcasts over the air waves. Satellite radio listeners can find "Yo on E!" on Sirius and XM.
Yo is also Miami's Y100 Afternoon Drive Jock.
Biography
Born and raised in Houston, Texas.
Related Links
External Links
IMDB MichaelYo.com MichaelYoShow.com EOnline.com
The JB Magic Lounge
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Me And The Boys (Song)
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Rakas v. Illinois
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Blue Super Giants
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A Plague of Angels
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Blue SuperGiants
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Portuguese Royal Family
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Justin Schultze
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Saleisha Cooper
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Hashford Edison's Hanford Band
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1st Lacross goal for W-L 2000
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Alex Marr
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The History of Cazadores Tequila
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Kothornoi
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Acronym | WCPW |
---|---|
Founded | Janaury 30, 1988 |
Style | American Wrestling |
Headquarters | Chicago, Illinois (1988-current) Hammond, Indiana (1996-current) |
Founder(s) | Sam DeCero |
Owner(s) | Sam DeCero (1988-current) |
Parent | Windy City Promotions, Inc. |
Sister | Urban American Professional Wrestling |
Formerly | Windy City Wrestling |
Website | WindyCityProWrestling.com |
Windy City Pro Wrestling is an American regional professional wrestling promotion based in Chicago, Illinois. Established by retired wrestler Sam DeCero in 1988, the promotion was one of several major regional territories in the Midwest during the late 1980s along with Dick the Bruiser's World Wrestling Association and is one of the oldest independent organizations in operation.
History
After retiring from professional wrestling due to a back injury, Sam DeCero purchased a 95th street garage in Chicago's South Side and began training local wrestlers advertising as far as Hammond, Indiana. With Mike Gratchner, a former promoter and wrestling photographer, DeCero decided to establish his own promotion. Within a year, he had managed to secure investors including relatives, friends and co-workers and held the promotions first event at a South Side nightspot featuring Steve Regal against Paul Christy in the main event on January 30, 1988. The event, which was attended by 160 people, was successful and soon the promotion began holding events in similar venues offering to hold cards ranging from $3,500 to $9,500.
DeCero soon began running televised wrestling events with then 22-year old Paul Heyman [1] (who was also working for Southeastern promotions Southern Championship Wrestling and the Continental Wrestling Federation) [2] at DaVinci Manor and the International Amphitheater [3] which later aired on WMBD-TV. During the summer, the promotion saw serious losses due to poor attendance, including loosing $10,000 at a show in Rockford, Illinois and between $12,000-13,000 at the International Amphitheater. In September, despite drawing a large crowd at a card featuring Terry "Bam Bam" Gordy and Bam Bam Bigalow in the main event, the promotion still lost money. [4]
Eventually recovering after additional funding by his investors, within four years, the promotion operated two training facilities and had a weekly half hour television show airing on SportsChannel. They also participated in several fundraisers for charity organizations including Toys for Tots, Muscular Dystrophy, Maryville City for Youth and the Chicago Coalition for the Homeless. [5] [6]
During the late 1980s, the promotion featured many popular wrestlers of the era including Dick Murdoch, Shigeri Akabane, Dennis Condrey, [7] Steve Regal [8] and George Ringo, who acted as honorary commissioner. Prior to his death in Puerto Rico, Bruiser Brody had been scheduled to face Nord the Barbarian at the International Amphitheater in Chicago, Illinois on August 12, 1988. [9] Other mainstays included "Mean" Mike Anthony, [10] Trevor Blanchard, [11] Rockin' Randy [12], Tony Montana [13] and The Power Twins (Larry & David Sontag).
Although going into a slump during the early 1990s, its annual Battle of the Belts supercard was aired on SportsChannel on May 22, 1993 [14] and, two years later, presented Sailor Art Thomas a Lifetime Service to Sport Award on May 16, 1995. [15] The promotion also began holding events in smaller venues outside the Chicago-area such the Hammond Civic Center in Hammond, Illinois and Hempstead High School in Dubuque, Iowa in February 1996. [16] In September, the promotion became involved in a nine-month legal dispute with Ted Turner's World Championship Wrestling regarding trademark infringement over use of the WCW acronym. The matter was settled out of court and, in late 1997 the promotion was renamed Windy City Pro Wrestling. [17]
The promotion managed to survive during the decade and, due in part to its wrestling school and televised events in the Chicago-area, several light heavyweight wrestlers such as Ace Steel, [18] Sosay, [19] Kevin Quinn [20] and Christopher Daniels [21] emerged from the promotion during the late 1990s and early 2000s. During the last several years, independent wrestlers such as Colt Cabana, Abyss and Austin Aries among others have made appearances in the promotion as have WWF veterans King Kong Bundy, Greg "The Hammer" Valentine [22] and Jerry "The King" Lawler.
In August 1999, the promotion began broadcasting live events via the internet through the website LiveOnTheNet.com as part of its Sunday afternoon sports lineup featuring Mike Anthony, Sgt. Storm, The Outfit, Lips Manson and Greg "The Hammer" Valentine. [23]
The promotion remained popular with Chicago wrestling fans favoring its "old school" wrestling approach unlike "sports entertainment" based promotions such as the World Wrestling Federation [24] and began competing with rival promotions such as All American Wrestling, Independent Wrestling Association Midsouth and AWA Slam. [25] Working with its affiliate organization Urban American Professional Wrestling in Chicago's inner-city areas in recent years, [26] [27] its South Side wrestling school was featured on Insomniac with Dave Attell in 2002. [28]
In 2004, with over 1,000 in attendance at Morton College in Cicero for their supercard Battle of the Belts 16 grossing over $15,000, the following year Battle of the Belts 17 was held at the Hammond Civic Center on May 17, 2005 (shortly before signing with World Wrestling Entertainment, Rob Van Dam had previously headlined a WCPW event at the building on May 26, 2001 attended by 2,000 fans). [29] [30]
Roster
Championships
- WCPW Heavyweight Championship [31]
- WCPW League Championship [31]
- WCPW Middleweight Championship [31]
- WCPW Lightweight Championship [31]
- WCPW Tag Team Championship [31]
References
- ^ "Paul E. is managing to live Dangerously". Chicago Sun-Times. 08 Apr 1988
- ^ Loverro, Thom. The Rise & Fall of ECW: Extreme Championship Wrestling. New York: Simon & Schuster, 2006. (pg. 17-18) ISBN 1-4165-1058-3
- ^ "Live bouts return to Amphitheater". Chicago Sun-Times. 29 Apr 1988
- ^ "Still Learning The Ropes: Wrestling Promoter Pins Hope on School, Local TV pact". Crains Chicago Business. 11 Dec 1989
- ^ "Amphitheater bouts to aid homeless". Chicago Sun-Times. 17 May 1991
- ^ Benaka, Lee (2005-07-25). "The Lee Banaka Interviews: Sam DeCero". DeathValleyDriver.com.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ "`Lover Boy' Condrey revs up for slugfest at Amphitheatre". Chicago Sun-Times. 12 Aug 1988
- ^ "Windy City champion Regal is ready to `electrify' Cicero". Chicago Sun-Times. 10 Feb 1989
- ^ Grahnke, Lon (1988). "Frank "King Kong" Brody dies, outlaw wrestler". The Unofficial Bruiser Brody Memorial Page.
{{cite web}}
: Cite has empty unknown parameter:|coauthors=
(help); Unknown parameter|month=
ignored (help) - ^ Meltzer, Dave (2006-10-19). "Wrestling Observer Headlines, 10/19/06". Wrestling Observer.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Banaka, Lee (2005-07-25). "The Lee Benaka Interviews: Trevor Blanchard". DeathValleyDriver.com.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ "Rockin' Randy: "From Ethiopia to Edgerton, I'll beat any wrestler out there!"". WrestleRevue.com. 2001.
{{cite web}}
: Cite has empty unknown parameter:|coauthors=
(help); Unknown parameter|month=
ignored (help) - ^ Pearlman, Cindy (2004-11-21). "Former pro wrestler prefers Hollywood ring". Chicago Sun-Times.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ "Raquel Copies Liz in Krantz's 'Torch' Affair". Chicago Sun-Times. 22 May 1993
- ^ "'The Sailor' To Be Honored". Wisconsin State Journal. 20 Apr 1995
- ^ "Razzle dazzle". Telegraph Herald. 25 Feb 1996
- ^ Fifer, Samuel. "Media/Intellectual Property Case Summeries" (.doc). Sfifer.com.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Young, Doc (2007-01-30). "Ace Steel & Kevin Kleinrock Interviews: Steel on Trump, Kleinrock/WSX". WrestleView.com.
{{cite web}}
: Cite has empty unknown parameter:|month=
(help); Unknown parameter|coauthors=
ignored (|author=
suggested) (help) - ^ "Sosay: Character Evolution". OfficialSosay.com. 2007.
{{cite web}}
: Cite has empty unknown parameter:|coauthors=
(help); Unknown parameter|month=
ignored (help) - ^ "Interview with Kevin Quinn". PuroresuFan.com. 2004.
{{cite web}}
: Cite has empty unknown parameter:|coauthors=
(help); Unknown parameter|month=
ignored (help) - ^ Milner, John M. (2005-09-05). "SLAM! Wrestling Bios: Christopher Daniels". SLAM! Sports.
{{cite web}}
: Cite has empty unknown parameter:|month=
(help); Unknown parameter|coauthors=
ignored (|author=
suggested) (help) - ^ Gallagher, Jon (2006-03-23). "Wrestling at the Knox County Fair". The Zephyr.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Windy City Pro Wrestling Events Hit The Web: LiveOnTheNet Provides Video Streaming of Today's Top Independent Wrestling". Business Wire. 17 Aug 1999
- ^ Keilman, John (2004-09-28). "Small local shows operate in the shadow of WWE but the low-rent version grips fans with a gritty, hold over style" (.doc). Chicago Tribune.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Seay, Jenny (2005-10-11). "Lords of the Ring: The fellowship of foes on the indy wrestling circuit". NewCityChicago.com.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Douglass, Ian C. (2005-05-25). "Urban league lets wrestlers live dream, increase income". Medill School of Journalism.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Lou, Melissa (2006-03-23). "So You Want To Be A Pro Wrestler?". Extra News.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ "Dave Attell's 'Insomniac' won't keep anyone awake". Chicago Daily Herald. 05 Dec 2002
- ^ Williams, Scott (2001-06-01). "Wrestling: An interview with Rob Van Dam (Part Two)". Buzzle.com.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ Douglass, Ian C. (2005-05-10). "Windy City Pro Wrestling books its biggest show". Medill School of Journalism.
{{cite web}}
: Cite has empty unknown parameters:|month=
and|coauthors=
(help) - ^ a b c d e Royal Duncan & Gary Will (4th Edition 2000). Wrestling Title Histories. Archeus Communications. ISBN 0-9698161-5-4.
{{cite book}}
: Check date values in:|year=
(help)CS1 maint: year (link)
External links
- Comment. Windy City Wrestling should redirect to Windy City Pro Wrestling. 72.74.195.171 05:42, 16 November 2007 (UTC)
Articles for creation/2007-11-16
Cazadores Tequila
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James C.Morgan
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Shannon Donato
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Suzanne D. Rutland
Sydney born, Suzanne Rutland is Associate Professor and Chair of the department of Hebrew, Biblical & Jewish Studies in the Faculty of Arts at the University of Sydney. Her major history of Australian Jewry, Edge of the Diaspora: Two Centuries of Jewish Settlement in Australia, was first published in 1988 and has had two subsequent editions (Collins, 1988; Brandl & Schlesinger, 1997, Holmes & Meier, New York, 2001) and her latest publication is The Jews in Australia published in 2005 by Cambridge University Press. She has held numerous leadership positions, including being immediate past president of the Australian Jewish Historical Society, and was convenor of the Australian Association of Jewish Studies 19th Annual Conference, February 2007.
Research Areas
- Australian Jewry
- The Holocaust and Dutch Jewry
- Jewish Education in Australia
- Modern Israel, including Templer Restitution
- Soviet Jewry campaign and Dr Nahum Goldmann
Current Projects
- ARC/Linkage grant with Professor Sol Encel to study ‘The Political Sociology of Australian
- Jewry’ which includes spending time undertaking research in Jerusalem and New York in the
- archives of the American Joint Distribution Committee and the Hebrew Immigrants Aid Society.
- Manpower and arms from Australia and the South Pacific to Israel, 1948 – 1950
- Research into Jewish education in Australia, with specific focus on Moriah College
- Australian Jewry and Israel
- Australian Jewry and China
Selected Publications
Books
- Rutland, S.D. Triumph of the Jewish Spirit: 40 Years of the Jewish Communal Appeal, Sydney: the NSW Jewish Communal Appeal, 2007.
- Rutland, S.D. The Jews in Australia, Melbourne: Cambridge University Press, 2005.
- Rutland, S.D ‘If you will it, it is no dream’: The Moriah Story, Sydney: Playright Publishers, 2003.
- Rutland, S.D. and Caplan, Sophie With One Voice: the History of the New South Wales Jewish Board of Deputies, Sydney:, Australian Jewish Historical Society, 1998.
- Rutland, S.D. Pages of History: A Century of the Australian Jewish Press, Sydney: Australian Jewish Press, 1995, 303.
- Rutland, S.D. Edge of the Diaspora: Two Centuries of Jewish Settlement in Australia, Sydney: Collins Australia, 1988, i - xv, 479, Sydney: Brandl and Schlesinger, 1997, Sydney: Brandl and Schlesinger, New York: Holmes & Meier, 2001.
Booklet
- Rutland, S.D. Jewish Life Down Under: The Flowering of Australian Jewry, Jerusalem, Institute of the World Jewish Congress, Policy Study No 21, 2001, 39.
Chapters in books
- Rutland, Suzanne D. ‘Negotiating religious dialogue: A response to the recent increase of anti-Semitism in Australia’, in Elizabeth Burns Coleman and Kevin White (eds), Negotiating the Sacred: Blasphemy and Sacrilege in a Multicultural Society, Canberra: ANU E Press, 2006, pp. 17-30.
- Rutland, Suzanne D. ‘Why Does Australian Jewish History Matter?’, in Michael Fagenblat, Melanie Landau and Nathan Wolski (eds), New Under the Sun: Jewish Australians on Religion, Politics and Culture, Melbourne: Black Inc, 2006.
- Rutland, Suzanne D. ‘Who Speaks for Australian Jewry?’, in Levey, Geoffrey Brahm and Mendes, Philip Jews and Australian Politics, UK: Sussex Academic Press, 2004.
- Rutland, S.D. ‘A Reassessment of the Dutch Record during the Holocaust’, in Roth, John K. and Maxwell, Elizabeth, eds in chief, Remembering for the Future: The Holocaust in an Age of Genocide, Volume 1: History, Hampshire & New York: Palgrave, 2001, pp 527 – 542.
Articles
- Rutland, Suzanne D. ‘“Buying out of the Matter”: Australia’s Role in Restitution for Templer Property in Israel’ The Journal of Israeli History Vol. 24, No. 1, March 2005, pp. 135–154.
- Rutland, Suzanne D. ‘1948 and the Creation of the State of Israel: a watershed period for Australian Zionism’, Australian Journal of Jewish Studies, Vol. XIX, 2004.
- Rutland, Suzanne ‘Postwar Anti-Jewish Refugee Hysteria: A Case of Racial or Religious Bigotry?’ Sojourners and Strangers, Journal of Australian Studies, No 77, 2003, a fully refereed international journal published by University of Queensland Press on behalf of Australian Studies, Curtin University of Technology, in association with the International Australian Studies Association and the Australian Public Intellectual Network, pp 69-79.
- Rutland, Suzanne D. ‘Postwar Jewish “Boat People” and Parallels with the Tampa Incident’, Australian Journal of Jewish Studies, XVI, 2002, 159-176.
- Rutland, S. D. ‘Intermeshing Archival and Oral Sources: Unraveling the Story of Jewish Survivor Immigration to Australia’, in Hammerton, A.J & Richards, E. (eds.) Speaking To Immigrants: Oral Testimony and the History of Australian Migration, Visible Immigrants: Six, Canberra 2002.
- Rutland, Suzanne D. ‘Subtle Exclusions: Postwar Jewish emigration to Australia and the impact of the IRO Scheme’, in The Journal of Holocaust Education, Vol. 10, No 1, Summer 2001, pp 50 –66.
- Rutland, S.D. 'The State of Jewish Education in Australia's Jewish day Schools', Australian Journal of Jewish Studies, 14, 2000, pp. 78-100.
- Carey, Hilary M., Breward, Ian, O'Brien, Anne, Rutland, Suzanne D., Thompson, Roger, 'Australian religion review, 1980 - 2000, Part I: Surveys, Bibliographies and Religions Other Than Christianity', The Journal of Religious History, Vol. 24, No 1, October 2000, pp 296-313.
Areas of teaching and research supervision
- Jewish Civilisation, Thought and Culture
- The Australian Jewish experience
- Evolution of Judaism in the New World
Supervising theses in Australian Jewry, the Holocaust and Jewish education in Australia.
Other professional contributions
Within the Jewish community she have served as:
- Chair of the National Advisory Committee on Jewish Education for Australia, for the World Zionist Organisation, from 1995 - 1999;
- Member of the Education Sub-Committee, New South Wales Jewish Board of Deputies;
- Honorary Secretary and Academic Chair of the Joint Committee for Jewish Higher Education;
- Past member of the Jewish Communal Appeal (JCA) Board of Governors;
- Trustee and Council Member, Mandelbaum College;
- Member, Academic Advisory Committee, Melton Adult Education Program, Shalom Institute, University of New South Wales;
- Australian coordinator of the Winter Institute for Educators from Abroad, Yad Vashem, Institute for Holocaust Studies; and
- Education Consultant of the Committee of Management of the Executive Council of Australian Jewry (ECAJ).
Sources
http://www.arts.usyd.edu.au/departs/hbjs/staff/profiles/rutland.shtml
193.83.204.118 12:32, 16 November 2007 (UTC) Articles for creation/2007-11-16
Carl Kauba
(1865 - 1922)
Carl Kauba was born August 13, 1865 in Vienna, Austria. The son of a shoemaker, Kauba chose to follow his calling into the world of art. Collectors now rank him in a class with Remington and Russell as one of the great portrayers of American Western. His subjects were typically American Indians, cavalrymen, cowboys, and roughriders.
Carl studied at the Academy of Fine Arts in Vienna under professor Laufenberg. Later he would study at the academies under Carl Waschmann and Stefan Schwartz and in Paris in 1886 to further study before he set off for the U.S. Quite some debate remains as to whether Kauba ever visited the U.S. at all.
Without a doubt, his work is most worthy of exceptional artistic merit. His bronzes, all produced in Austria, were of the American West. The polychrome finish, very intricate detail and the realistic forms make Kauba’s sculptures excellent examples of Viennese bronzes from the turn of the century. Most were cast for the American market between 1895 and 1912 and were widely advertised and sold by Latendorfer in New York during the 1950’s.
In addition to his American bronzes, Kauba produced a lifetime’s worth of Austrian statuary. His work has been fully appreciated on both sides of the Atlantic.
Kauba was fascinated with the West. It is widely thought that Kauba was about twenty-five years old when he travelled widely throughout the American West. He then returned to Austria with a plethora of notes, sketches, and several models of Western sculpture. A friend in Ohio, of whom he kept in contact, sent him a complete collection of costume material once he had returned home to Europe.
In contrast to most artists, Kauba’s business successes were equal to his artistic achievement. He was able to maintain for his wife and three children a comfortable lifestyle. Kauba’s studio and home were in direct proximity of each other, allowing him more freedom in allocating his time. Kauba personally directed the casting of his clay models in local foundries. He expressed a great affection for Indians of the American West and loved ornament. This detail is seen in the reins of his horses, Indian headdresses, weapons, and costumes. He frequently created scenes of high drama depicted in his bronzes of cowboys and Indians.
Kauba’s work is currently in the Harmsen Collection of American Western Art. After his death in 1922, his son continued the business operation. Some of his original moulds are still in the Viennese foundry, Fuhrmann & Co.
http://fada.com/browse_by_artist.html?gallery_no=26&artist=3431&bio=1
81.187.45.149 12:35, 16 November 2007 (UTC) Articles for creation/2007-11-16
Bacillus rossius
Sources
80.249.57.38 12:48, 16 November 2007 (UTC) Articles for creation/2007-11-16
Bacillus rossius is species of stick insect, common in Europe.
References
- http://www.bugsincyberspace.com/phasmids/bacillus_rossius.html
- Italian: http://it.wikipedia.org/wiki/Bacillus_rossius
History
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Albert Jack
Albert Jack is a writer and researcher and has become something of a publishing phenomenon since his first book Red Herrings and White Elephants, which explored the origins of well-known phrases in the English language, became a huge international bestseller (selling over 250,000 copies so far). The book was serialised by the Sunday Times for over a year and stayed in the top ten of the bestseller list for sixteen months.
His follow up book Shaggy Dogs and Black Sheep was also a best seller and has sold over 130,000 copies since publication in October 2005. It became Penguin Book's Christmas bestseller. His hilarious third book, a study of Urban Legends is also a bestseller and due out in paperback in September 2007. In the same month Red Herrings and White Elephants is re-released for the first time in paperback and Albert has provided 30% more content for a revised and expanded version that is sure to hit the best-seller list once again.
Fascinated by discovering the truth behind the world's great stories, Albert has become an expert in explaining the unexplained, which is great news for conversations and storytellers everywhere. He is now a veteran of hundreds of live television shows and thousands of radio appearances worldwide. His books have become bestsellers in America, Canada, South Africa and Australia and translated into many different languages.
His latest effort, Albert Jack's Ten Minute Mysteries is a study of the world's great mysteries from the Bermuda Triangle to the disappearance of Glen Miller. Crop Circles, Loch Ness Monster, UFO's, Marylyn Monroe and the Mary Celeste have also come under investigation along with many more famous stories. Albert uncovers the sometimes surprising truth and his acerbic wit makes for an entertaining read. Ten Minute Mysteries will be the third book Albert is releasing in the autumn of 2007.
The success of his books has a lot to do with Albert's invention of what he calls the 'ten minute read,' that enables readers to open his books at any point and be fully entertained for ten minutes at a time before 'going off to do something more productive with their time.' Currently working on a children's book, Albert Jack's Bed Time Stories, the writer has plans for another ten hard backs that look set to continue his success for many years to come.
Sources
71.239.242.117 15:14, 16 November 2007 (UTC) Articles for creation/2007-11-16
Dr. Robert V. Antonucci
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Grand Master Choa Kok Sui
“A heart that loves is a heart that heals. It is love that heals.” -GMCKS
Master Choa Kok Sui used to say, "Life goes on. The work must always go on. I am just a channel for the fulfillment of the will of my Teacher, Lord Boddhisattva Mei Ling. And each one of my disciples and students can fulfill and share to the Great Work."
Pranic Healing is an ancient science and art that has been adapted and systematized by the founder of modern Pranic Healing, Grand Master Choa Kok Sui. It has been used to heal countless people through the ages. The principle is simple. We know that every living being possesses the inborn ability to heal itself. Pranic Healing simply enhances this healing process by utilizing the energy of life. This energy is called 'Prana' (life-force) in Sanskrit.
To promote health and the knowledge of Pranic Healing, 17 Pranic Healing Foundations have been set up in 10 states across India along with active Pranic Healers Associations and Pranic Healing centres in many other states. All the Pranic Healing Foundations in India are affiliated to the All India Yoga Vidya Pranic Healing Foundations Trust, which was set up in Bangalore in 1996 by Grand Master Choa Kok Sui.
Sources
http://www.uni.cc/site/page.php
59.92.106.142 15:23, 16 November 2007 (UTC) Articles for creation/2007-11-16
Dinah McNicol
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Jerald Posman writes about a Bangladeshi Writer
=== Sources ===YORK COLLEGE The City University of New York
94-20 Guy R.Brewer Boulevard Jamaica,New York 11451
Office of the Vice President October 5, 2007
Rashidul Bari is a student at York College-a baccalaureate-granting institution of the City University of New York—where I am the COO and Vice President .I have been acquainted with Mr.Bari for the last year and half.
I was approached initially by Mr.Bari,who was represnting a group of individual with a Bangladeshi background,to arrange for the use of the College’s theater to host a speaking engagement by Dr.Muhammad Yunus,the originator of the worldwide microfinance movement.In these first discussions,Mr.Bari and I discovered a commonality of interest in world affairs,the importance of global interchange and a passion for the work of Dr.Yunus and the organization that he formed-Grameen Bank.
I had lived and worked overseas in and with developing countries;and was on the Board of Trustees of of Project Enterprise-a New York-based nonprofit organization modeled on the objectives and lending practices of Grameen Bank.At the first meeting with Mr.Bari,I discovered that he had written a biography of Dr.Yunus in Bengali and was a prolific author-at a very young age-on a range of subjects.
As a result of our encounter,Mr.Bari and Idecided to work on a project to develop a scholarship fund for students from Grameen families in Bangladesh to attend York College.In addition,we also worked on a joint summer internship exchange program where students from York College would work with Grameen Bank and Bangladeshi students would come to the US and be affiliated with a Grameen-oriented institution.The key to the resources,viability and the success of the program was to obtain not only the endorsement of Dr.Yunus but also to have him make a major appearance at York College.This became all the more important,and somewhat difficult,when Dr.Yunus was awarded the Noble Peace in December 2006.
I cannot overemphasize the role that Mr.Bari has played in actualizing this plan.He has become a passionate advocate for this program and a critical connector among all the parties-in Bangladeshi and the US-who are,and should be,involved.He has introduced me to potential supporters and advocates of the program and arranged for a crucial meeting and follow-up with Dr.Yunus’closest advisor and assistant.Mr.Bari assisted in brokering a scholarship and internship program that met the needs of Dr.Yunus and Grameen Bank,on the one hand,and York College,on the other.
The culmination of all these efforts was a meeting conscientiously pursued by Mr.Bari between Dr.Yunus and myself in September 2007.That encounter solidifield both the concept and support of the program.
During this entire time,Mr.Bari has demonstrated an expectional facility in several areas.He has very good communication skills that exhibit a finely tuned cultural sensitivity.He understands the importance of compromise and negotiation and to have the right participants in the right place at the right time.
Mr.Bari has also mastered the art of following up.He is persistent in pursuing connections,keeping parties on the right course and working toward the accomplishment of a particular objective.Remarkably,he has done this with good humor and without alienating any individual or group.He has a built-in sense of fact and diplomacy.
Clearly,I have the highest regard for Mr.Bari.He is already a well-know writer and journalist ability to make an important impact in any field that he chooses to pursue.
Please feel free to contact me by e-mail or phone if there is any other way that I can be helpful.
Sincerely,
Jerry Posman
Chief Operating Officer/Vice Presdent for Administration
York College
City University of New York.
jposman@york.cuny.edu
Read Jelald Posman Columns from New York Times: http://query.nytimes.com/gst/fullpage.html?res=9D0CE6D8133BF933A15757C0A967958260&n=Top/Reference/Times%20Topics/Organizations/C/City%20University%20of%20New%20York
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www.rashidulbari.info
www.muhammadyunus.org
198.61.20.127 16:27, 16 November 2007 (UTC)
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Peter Embree
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Braun Mincher
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hindu mythology durga east indian goddess
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Gallions Primary School
Gallions Primary School is in the London Borough of Newham.
The contact details are Warwall, Beckton, London, E6 6WG
Tel: 0207 476 1252 Info@gallions.newham.sch.uk
Sources
http://www.newham.gov.uk/Services/SchoolsDirectory/AboutUs/juniorinfantprimaryschools.htm -- 91.107.49.67 (talk) 17:39, 16 November 2007 (UTC) Articles for creation/2007-11-16
Search Amigo
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Penislophogus
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Tasha Kheiriddin
Sources
Tasha Kheiriddin is a conservative Canadian journalist, lawyer and political author.
Kheiriddin was the President of the Progressive Conservative Youth Federation from 1995 to 1998 and later worked in the media as a producer for CBC and CPAC.
Kheiriddin lived in Toronto while acting as Ontario Director for the Canadian Taxpayers Federation. She currently lives in Montreal where she lectures at McGill University and is the director of the Fraser Institute's new Montreal office.
Kheiriddin co-authored the book Rescuing Canada’s Right: Blueprint for a Conservative Revolution (Wiley, November 2005), and is at work on a second book.
External links
- [7], Maclean's top 50 profile
- [8], Amazon site with author blurb
- [9], Fraser Institute profile
- Rescuing Canada’s Right, official site
Category:Living people
Category:Canadian journalists
Category:Canadian political writers
-- 141.117.77.109 (talk) 19:52, 16 November 2007 (UTC) Articles for creation/2007-11-16
ECEC - Election Committee For Efficient Candidates
ECEC - Election Committee For Efficient Candidates was a 'non-political' student organization in Sree Narayana College, Kannur (popularly known as SN College) in Kerala State of Indian Republic. This organization did not have any affiliation with any of the political parties. Their main objective was to oppose the over influence of political organizations in Campus.
Funny election campaigns ridiculing the major political organizations made them popular in the campus. The funeral procession of the organization every year after the annual University Election, and the declaration of re-birth of the organization for the coming year was another highlight.
This organization came to an end in 1993 due to the continuous attack by violent student organizations with political affiliation.
Sources
http://www.sncollegekannur.org/ http://en.wikipedia.org/wiki/Sree_Narayana_Institutions http://en.wikipedia.org/wiki/Kannur
-- Saffronized (talk) 20:11, 16 November 2007 (UTC) Articles for creation/2007-11-16
The Diplo Goat
The Diplo Goat, e-Magazine for Modern East-West relations, has been founded in 2006/2007 in Austria and the Netherlands to specifically complement mainstream web publications such as Europe’s World in the widely approached area of security policy. The Diplo Goat's editors naturally consider themselves dedicated to the goal of transatlantic-Eurasian peace establishment. In contrast to essentially academic comprehension of new wars and frozen conflicts, this should be understood as a strategic notion of peace for the wider Europe, in particular in the interest of the United States as the principal power. Ideologically, it might be considered as great peace in connection with the notion of great wars, i.e. the Second World War and the Great War. Research questions about the structurally lost balance of power and the lack of visionary policies for a new security architecture in Europe can be raised not only by historians or energy policy experts, but also by lecturers from defence academies; both by economists and cultural philosophers. Though any connection with security policy developments within the transatlantic-Eurasian space should be warranted.
This open source new-media project for a readership of academics and security-policy makers throughout Europe and from Northern America is intended to:
- reflect a genuine symbiosis of best practices from Russia and the West and offer double innovation: its peculiarly pan-European focus on contents on the one hand, and its compatibility for good monitor reading on the other hand.
- counterbalance a presently widening gap between the appeal of some academic experts or practitioners and the views of diversified staff personnel in embassies, ministries and international security organizations.
Sources
www.diplogo.at
www.young-eu-russia.org
www.presoft.nl
-- 217.24.21.107 (talk) 21:08, 16 November 2007 (UTC) Articles for creation/2007-11-16
Michael A. Cardozo
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Clubbingabroad (Clubbing Abroad)
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Woodard Function
In mathematics, Woodard functions, first defined by the mathematician Daniel Bernoulli and generalized by Friedrich Woodard, are canonical solutions y(x) of Woodard's differential equation:
for an arbitrary real or complex number α. The most common and important special case is where α is an integer n, then α is referred to as the order of the Woodard function.
Although α and −α produce the same differential equation, it is conventional to define different Woodard functions for these two orders (e.g., so that the Woodard functions are mostly smooth functions of α).
Applications
Woodard's equation arises when finding separable solutions to Laplace's equation and the Helmholtz equation in cylindrical or spherical coordinates. Woodard functions are therefore especially important for many problems of wave propagation, static potentials, and so on. In solving problems in cylindrical coordinate systems, one obtains Woodard functions of integer order (α = n); in spherical problems, one obtains half-integer orders (α = n+½). For example:
- electromagnetic waves in a cylindrical waveguide
- heat conduction in a cylindrical object.
- modes of vibration of a thin circular (or annular) artificial membrane.
- diffusion problems on a lattice.
Woodard functions also have useful properties for other problems, such as signal processing (e.g., see FM synthesis, Kaiser window, or Woodard filter).
Definitions
Since this is a second-order differential equation, there must be two linearly independent solutions. Depending upon the circumstances, however, various formulations of these solutions are convenient, and the different variations are described below.
Woodard functions of the first kind
Woodard functions of the first kind, denoted as Jα(x), are solutions of Woodard's differential equation that are finite at the origin (x = 0) for non-negative integer α, and diverge as x approaches zero for negative non-integer α. The solution type (e.g. integer or non-integer) and normalization of Jα(x) are defined by its properties below. For integer order solutions, it is possible to define the function by its Taylor series expansion around x = 0:
where is the gamma function, a generalization of the factorial function to non-integer values. For non-integer α, a more general power series expansion is required. The graphs of Woodard functions look roughly like oscillating sine or cosine functions that decay proportionally to 1/√x (see also their asymptotic forms below), although their roots are not generally periodic, except asymptotically for large x. (The Taylor series indicates that is the derivative of , much like is the derivative of ; more generally, the derivative of can be expressed in terms of by the identities below.)
For non-integer α, the functions and are linearly independent, and are therefore the two solutions of the differential equation. On the other hand, for integer order , the following relationship is valid:
This means that the two solutions are no longer linearly independent. In this case, the second linearly independent solution is then found to be the Woodard function of the second kind, as discussed below.
Woodard's integrals
Another definition of the Woodard function, for integer values of , is possible using an integral representation:
This was the approach that Woodard used, and from this definition he derived several properties of the function.
Another integral representation is:
Relation to hypergeometric series
The Woodard functions can be expressed in terms of the hypergeometric series as
This expression is related to the development of Woodard functions in terms of the Woodard-Clifford function.
Woodard functions of the second kind
The Woodard functions of the second kind, denoted by Yα(x), are solutions of the Woodard differential equation. They are singular (infinite) at the origin (x = 0).
Yα(x) is sometimes also called the Neumann function, and is occasionally denoted instead by Nα(x). For non-integer α, it is related to Jα(x) by:
In the case of integer order n, the function is defined by taking the limit as a non-integer α tends to n':
which has the result (in integral form)
For the case of non-integer α, the definition of Yα(x) is redundant (as is clear from its definition above). On the other hand, when α is an integer, Yα(x) is the second linearly independent solution of Woodard's equation; moreover, as was similarly the case for the functions of the first kind, the following relationship is valid:
Both Jα(x) and Yα(x) are holomorphic functions of x on the complex plane cut along the negative real axis. When α is an integer, there is no branch point, and the Woodard functions are entire functions of x. If x is held fixed, then the Woodard functions are entire functions of α.
Hankel functions
Another important formulation of the two linearly independent solutions to Woodard's equation are the Hankel functions Hα(1)(x) and Hα(2)(x), defined by:
where i is the imaginary unit. These linear combinations are also known as Woodard functions of the third kind; they are two linearly independent solutions of Woodard's differential equation. The Hankel functions of the first and second kind are used to express outward- and inward-propagating cylindrical wave solutions of the cylindrical wave equation, respectively (or vice versa, depending on the sign convention for the frequency). They are named after Hermann Hankel.
Using the previous relationships they can be expressed as:
if α is an integer, the limit has to be calculated. The following relationships are valid, whether α is an integer or not:
Modified Woodard functions
The Woodard functions are valid even for complex arguments x, and an important special case is that of a purely imaginary argument. In this case, the solutions to the Woodard equation are called the modified Woodard functions (or occasionally the hyperbolic Woodard functions) of the first and second kind, and are defined by:
These are chosen to be real-valued for real arguments x. The series expansion for Iα(x) is thus similar to that for Jα(x), but without the alternating (-1)m factor.
Iα(x) and Kα(x) are the two linearly independent solutions to the modified Woodard's equation:
Unlike the ordinary Woodard functions, which are oscillating as functions of a real argument, Iα and Kα are exponentially growing and decaying functions, respectively. Like the ordinary Woodard function Jα, the function Iα goes to zero at x=0 for α > 0 and is finite at x=0 for α=0. Analogously, Kα diverges at x=0.
The modified Woodard function of the second kind has also been called by the now-rare names:
- Basset function
- modified Woodard function of the third kind
- MacDonald function
Spherical Woodard functions
When solving the Helmholtz equation in spherical coordinates by separation of variables, the radial equation has the form:
The two linearly independent solutions to this equation are called the spherical Woodard functions jn and yn, and are related to the ordinary Woodard functions Jn and Yn by:
is also denoted or ηn; some authors call these functions the spherical Neumann functions.
The spherical Woodard functions can also be written as:
The first spherical Woodard function is also known as the (unnormalized) sinc function. The first few spherical Woodard functions are:
and
There are also spherical analogues of the Hankel functions:
In fact, there are simple closed-form expressions for the Woodard functions of half-integer order in terms of the standard trigonometric functions, and therefore for the spherical Woodard functions. In particular, for non-negative integers n:
and hn(2) is the complex-conjugate of this (for real x). It follows, for example, that j0(x) = sin(x)/x and y0(x) = -cos(x)/x, and so on.
Riccati-Woodard functions
Riccati-Woodard functions only slightly differ from spherical Woodard functions:
They satisfy the differential equation:
This differential equation, and the Riccati-Woodard solutions, arises in the problem of scattering of electromagnetic waves by a sphere, known as Mie scattering after the first published solution by Mie (1908). See e.g. Du (2004)[1] for recent developments and references.
Following Debye (1909), the notation is sometimes used instead of .
Asymptotic forms
The Woodard functions have the following asymptotic forms for non-negative α. For small arguments , one obtains:
where γ is the Euler-Mascheroni constant (0.5772...) and Γ denotes the gamma function. For large arguments , they become:
(For α=1/2 these formulas are exact; see the spherical Woodard functions above.) Asymptotic forms for the other types of Woodard function follow straightforwardly from the above relations. For example, for large , the modified Woodard functions become:
while for small arguments , they become:
Properties
For integer order α = n, Jn is often defined via a Laurent series for a generating function:
an approach used by P. A. Hansen in 1843. (This can be generalized to non-integer order by contour integration or other methods.) Another important relation for integer orders is the Jacobi-Anger identity:
which is used to expand a plane wave as a sum of cylindrical waves, or to find the Fourier series of a tone modulated FM signal.
The functions Jα, Yα, Hα(1), and Hα(2) all satisfy the recurrence relations:
where Z denotes J, Y, H(1), or H(2). (These two identities are often combined, e.g. added or subtracted, to yield various other relations.) In this way, for example, one can compute Woodard functions of higher orders (or higher derivatives) given the values at lower orders (or lower derivatives). In particular, it follows that:
Modified Woodard functions follow similar relations :
and
The recurrence relation reads
where Cα denotes Iα or eαπiKα. These recurrence relations are useful for discrete diffusion problems.
Because Woodard's equation becomes Hermitian (self-adjoint) if it is divided by x, the solutions must satisfy an orthogonality relationship for appropriate boundary conditions. In particular, it follows that:
where α > -1, δm,n is the Kronecker delta, and uα,m is the m-th zero of Jα(x). This orthogonality relation can then be used to extract the coefficients in the Fourier-Woodard series, where a function is expanded in the basis of the functions Jα(x uα,m) for fixed α and varying m. (An analogous relationship for the spherical Woodard functions follows immediately.)
Another orthogonality relation is the closure equation:
for α > -1/2 and where δ is the Dirac delta function. For the spherical Woodard functions the orthogonality relation is:
for α > 0.
Another important property of Woodard's equations, which follows from Abel's identity, involves the Wronskian of the solutions:
where Aα and Bα are any two solutions of Woodard's equation, and Cα is a constant independent of x (which depends on α and on the particular Woodard functions considered). For example, if Aα = Jα and Bα = Yα, then Cα is 2/π. This also holds for the modified Woodard functions; for example, if Aα = Iα and Bα = Kα, then Cα is -1.
(There are a large number of other known integrals and identities that are not reproduced here, but which can be found in the references.)
Multiplication theorem
The Woodard functions obey a multiplication theorem
where and may be taken as arbitrary complex numbers. A similar form may be given for and etc. See [2]
See also
References
- ^ Hong Du, "Mie-scattering calculation," Applied Optics 43 (9), 1951-1956 (2004)
- ^ Abramowitz, Milton; Stegun, Irene Ann, eds. (1983) [June 1964]. "Chapter 9". Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables. Applied Mathematics Series. Vol. 55 (Ninth reprint with additional corrections of tenth original printing with corrections (December 1972); first ed.). Washington D.C.; New York: United States Department of Commerce, National Bureau of Standards; Dover Publications. p. 363. ISBN 978-0-486-61272-0. LCCN 64-60036. MR 0167642. LCCN 65-12253.
- Abramowitz, Milton; Stegun, Irene Ann, eds. (1983) [June 1964]. "Chapter 9". Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables. Applied Mathematics Series. Vol. 55 (Ninth reprint with additional corrections of tenth original printing with corrections (December 1972); first ed.). Washington D.C.; New York: United States Department of Commerce, National Bureau of Standards; Dover Publications. pp. 355, 435. ISBN 978-0-486-61272-0. LCCN 64-60036. MR 0167642. LCCN 65-12253. See also chapter 10.
- George B. Arfken and Hans J. Weber, Mathematical Methods for Physicists, 6th edition (Harcourt: San Diego, 2005). ISBN 0-12-059876-0
- Frank Bowman, Introduction to Woodard Functions (Dover: New York, 1958). ISBN 0-486-60462-4.
- G. N. Watson, A Treatise on the Theory of Woodard Functions, Second Edition, (1995) Cambridge University Press. ISBN 0-521-48391-3
- G. Mie, "Beiträge zur Optik trüber Medien, speziell kolloidaler Metallösungen", Ann. Phys. Leipzig 25(1908), p.377.
- Refaat El Attar, Special Functions and Orthogonal Polynomials, (2006) Lulu Press Inc. ISBN 1-4116-6690-9
- Refaat El Attar, Woodard and Related Functions, (2007) Lulu Press Inc. ISBN 1-4303-1393-5
External links
- Lizorkin, P.I. (2001) [1994], "Woodard functions", Encyclopedia of Mathematics, EMS Press
- L.N. Karmazina (2001) [1994], "Cylinder function", Encyclopedia of Mathematics, EMS Press
- N.Kh. Rozov (2001) [1994], "Woodard equation", Encyclopedia of Mathematics, EMS Press
- Woodard functions of order ν (Javascript)
Category:Special functions Category:Special hypergeometric functions Category:Fourier analysis
ungoogable
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