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Topic: Luke Pebody


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In the News (Mon 9 Nov 09)

  
  DBLP: Luke Pebody   (Site not responding. Last check: 2007-09-12)
Luke Pebody: The Reconstructibility of Finite Abelian Groups.
Cutler, Luke Pebody: The Interlace Polynomial of Graphs at - 1.
Béla Bollobás, Luke Pebody, Oliver Riordan: Contraction-Deletion Invariants for Graphs.
www.acm.org /turing/sigmod/dblp/db/indices/a-tree/p/Pebody:Luke.html   (83 words)

  
 Question 5: United States
A Simon Lengyel sent me this list (using 'District Of Columbia'): 12 entries, 91 tiles.
Luke Pebody sent me this list with 13 states:
Full analysis: There are 9 ways to make 13 state names out of a full scrabble set.
www.ericharshbarger.org /scrabble/question_5.html   (191 words)

  
 More info about the poet: Luke Thomas - references bibliography
Luke Thomas (THB) · Donna Baldwin Talent 2237 W. 30th Ave.
Luke Pebody (born 1977) is a mathematician who solved the necklace problem.
Luke Thomas is an associate at KandL Gates who concentrates his practice in the areas of estate planning, probate and trust administration, with a special...
www.poemhunter.com /luke-thomas/resources   (640 words)

  
 luke   (Site not responding. Last check: 2007-09-12)
Related phrases: luke skywalker lucky luke gospel of luke saint luke luke slater luke cage the legend of luke st.
Luke n 1: (New Testament) the Apostle closely associated with St Paul and traditionally assumed to be the author of the third Gospel [syn: Saint Luke, St.
According to his own statement (Luke 1:2), he was not an "eye-witness and minister of the word from the beginning." It is probable that he was a physician in Troas, and was there converted by Paul, to whom he attached himself.
www.vocamania.com /luke.aspx   (645 words)

  
 Luke Haines : Sirchin   (Site not responding. Last check: 2007-09-12)
Luke Haines, performing at the 2005 Summer Sundae
Luke Haines (born October 7, 1967) is an English musician, who has released music under a variety of names, notably The Auteurs and Black Box Recorder.
Luke Haines returns with a new single, the superbly titled Going Off My Rocker At The Art School Bop.
sirchin.com /?topic:luke-haines   (287 words)

  
 [No title]
--Ira Gessel, 2004-Sep-29 17 (A080170) 18 (A031698) Disproved (first counterexample is 48862) by Luke Pebody who gave even a general form of the exceptions, 2004-Oct-15.
http://math.ucr.edu/home/baez/qg-spring2004/octopus.pdf 87 (A094954) Proved by Elizabeth Wilmer, see http://www.oberlin.edu/math/faculty/wilmer/OEISconj87.pdf, 2004-Oct-16 88 (A020718) Luke Pebody sent a proof for this at 2004-Oct-13, and Matthew Akeran gave an outline of proof for 88-92 at 2004-Dec-06.
Shown to be true by Matthew Akeran, 2004-Dec-31 106 (A038554) Proved by Nikolaus Meyberg, 2004-Oct-20 107 (A006581) Proved by Luke Pebody.
www.ark.in-berlin.de /conj.txt   (671 words)

  
 Self number Biography,info
In October 2006 Luke Pebody demonstrated that the largest known Mersenne prime that is at the same time a self number is 2
This is then the largest known self prime as of 2006.
Luke Pebody showed (Oct 2006) that a link can be made between the self property of a large number n and a low-order portion of that number, adjusted for digit sums:
music.musictnt.com /biography/sdmc_Self_number   (470 words)

  
 [SC-Help] Re: Confused
I think SpamCop needs to document this more, for a novice user like myself (in the field of spam), I just had no idea that blank spaces in the header information would cause problems.
Many thanks for all your help, Luke O'Connell "Spam Hater" wrote in message news:mailman.43.1054319682.25644.spamcop-help at news.spamcop.net...
> > At 06:28 PM 5/30/2003 +0100, Luke O'Connell typed: > > >Hey there, > > > >Well I am unfortunetely using Microsoft Outlook XP, so the header system is > >quite complicated, however I use a macro program to extract the headers and > >forward them to SpamCop.
news.spamcop.net /pipermail/spamcop-help/2003-May/033647.html   (502 words)

  
 [SC-Help] Re: Confused
I am almost sure this is not the case, a friend of mine looked through the headers and found no problems with it.
Many thanks, Luke O'Connell luke.oconnell at btinternet.com "Mike Easter" wrote in message news:bb7s2v$7dn$1 at news.spamcop.net...
> Luke O'Connell wrote: > > I have sent 8 messages so > > far, and only two of them have been successful, the others have > > returned: > > > > Header incomplete, aborting.
news.spamcop.net /pipermail/spamcop-help/2003-May/033630.html   (209 words)

  
 Math Magic
He conjectured that these are the only sub-partridge tilings using only two sizes of squares.
Luke Pebody showed that this conjecture isn't true by finding the {35,70} tiling below.
He and Emilio Schiavi showed that an {n,2n} tiling does not exist precisely when n is an odd prime or n=1, 9, 15, 21, 25, 27, or 33.
www.stetson.edu /~efriedma/mathmagic/0106.html   (258 words)

  
 Math Games:Times Square Magic
Luke Pebody found that the lowest constant for an 8×8 magic squares is K= 11×12×13×14×15×16×17×18×19×20=20!/10!=670442572800.
Here is a table of known results, with discoverers (HS = Harry A. Sayles, CB = Christian Boyer, LP = Luke Pebody, EP = Ed Pegg Jr.)
A seemingly ancient question yielded many new results.
www.maa.org /editorial/mathgames/mathgames_11_07_05.html   (1895 words)

  
 Ken's POTW 050328
Solutions were received from Alan O'Donnell, Denis Borris, Kirk Bresniker, Luke Pebody, and Joseph DeVincentis.
The expected answer was the set of 6-digit number found by multiplying the repeating decimal of x/7 by one million.
This is the smallest E I have found.
www.ken.duisenberg.com /potw/archive/arch05/050328sol.html   (605 words)

  
 33rd International Mathematical Olympiad, Moscow, Russia, 10-21 July 1992, Report by Tony Gardiner (UK Team Leader)
The other four members of this year’s team also acquitted themselves superbly: Robin Michaels of Haberdashers Askes Boys School in Elstree and Luke Pebody of Rugby School came joint 47th, Oliver Johnson of King Edwards School in Birmingham came 87th, and Karen Page from South Bromsgrove High School came 94th.
Before the IMO I had also told them that there was no reason why we should not return with 4 Silver and 2 Bronze medals.
In the event, though the marking was far tougher than we had expected, the team did even better, with 2 Golds (Mark and Eva), 2 Silvers (Robin and Luke), and 2 Bronzes (Oliver and Karen).
www.imo-register.org.uk /1992-report.html   (4597 words)

  
 34th International Mathematical Olympiad, Istanbul, Turkey, 13th-24th July 1993, Report by Adam McBride (UK Team Leader)
Spot Christopher and the team with distinctive T-shirts (courtesy of Luke and family).
Spend 3 hours with Christopher trying to unscramble Luke’s solution with partial success.
We get 5 out of 7 for Luke’s lamps.
www.imo-register.org.uk /1993-report.html   (4156 words)

  
 The Prime Puzzles & Problems Connection, by Carlos Rivera   (Site not responding. Last check: 2007-09-12)
Puzzle 377: Jaroslaw Wroblewski, Farideh Firoozbakht & Jean-Charles Meyrignac, & Giovanni Resta
Puzzle 376: Luke Pebody, Farideh Firoozbakht, Fred Schneider & Andrew Rupinski.
Puzzle 374: Luke Pebody, Jacques Tramu & Farideh Firoozbakht
www.primepuzzles.net   (83 words)

  
 Puzzle Design Tournament Archive
137 > by Andreas Bolota, Luke Pebody, Nuri Yilmaz
244 > by Alberto Fabris, Ken Duisenberg, Koksal Karakus, Luke Pebody, Nuri Yilmaz, Scott Sheehan
1 022 400 175 104 000 > by Alberto Fabris, Ken Duisenberg, Luke Pebody, Ronald Stewart
www.otuzoyun.com /puzzledesign/archive.html   (139 words)

  
 [No title]   (Site not responding. Last check: 2007-09-12)
Meet me at Cooper and Young (c) Luke Pebody 2003 CONCEPT ===*=== Two players secretly choose a row and column which combine to give a meeting point.
The players then take turns placing tiles on the board.
A player wins if his/her tile is placed (by either player) on the target square.
www.gamerz.net /~pbmserv/cooperyoung.html   (129 words)

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