Geometry.Net - Theorems_And_Conjectures: Conjectures

'Evidence' Against Osama Called 'A String Of Conjectures'
Rense.com 'Evidence' Against Osama Called 'A String Of conjectures'By Kaleem Omar The News Pakistan 10-6-1 British Prime Minister
http://www.rense.com/general14/evidenceagainst.htm

Extractions: British Prime Minister Tony Blair made a 4-hour stopover in Islamabad on Friday evening for talks with President Pervez Musharraf on the situation arising out of the September 11 attacks on the United States and the role that Pakistan has pledged to play in the American and UK government's planned joint action against Osama Bin Laden and the Taliban regime. Blair's visit came only a day after his government released a 70-point "evidence document" on Thursday purportedly "proving" Osama Bin Laden's responsibility for the September 11 attacks. But only nine of the 70 points in the document relate to the attacks on the World Trade Centre and the Pentagon, and even these rely more on loose conjectures and even looser assertions than on hard evidence. For another, if the "evidence" contained in the document is not sufficient to "provide a prosecutable case against Osama Bin Laden in a court of law," as the British government itself admits, how is it sufficient evidence to justify going to war against him and the Taliban regime? Be that as it may, the conjectures and assertions contained in the document are unlikely to rally the Arab world to the West's "war against terrorism." In Riyadh, visiting US Defence Secretary Donald Rumsfeld admitted on Thursday that the Saudi government is worried about the "secondary effects" of a "war on terror." Anti-American feeling is reported to be running high in throughout the Arab Middle East, including in the Gulf states and Egypt - Rumsfeld's next destination.
Henri LIFCHITZ's Conjectures
Translate this page Mes conjectures. Une limite ( 1 ? ) avec les nombres premiers P i ième nombrepremier. n, L. 1, 0.5. 2, 0.5. 3, 1. 4, 0.6. 5, 0.9333333333. 6, 0.6476190476. 7,0.8976190476.
http://ourworld.compuserve.com/homepages/hlifchitz/Henri/fr/Conject.htm
Theorems And Conjectures About The Positive Integers
Theorems and conjectures about the Positive Integers. There are manytheorems and conjectures concerning the positive integers that
http://www.tbaytel.net/~forslund/theorems.html

Extractions: Theorems and Conjectures about the Positive Integers There are many theorems and conjectures concerning the positive integers that have been discovered over many centuries. The following describes the more commonly known ones. Again, for variety, I will represent most numbers using the Alternate Number System in base ten using A for the digit ten. This is the most basic of all theorems. In its simplest form, the theorem says that every positive integer can be "split" into prime factors in only one way. In other words, the prime factors of any number are unique. For example, 1386 = 2 x 3 x 3 x 7 x 11 5A = 2 x 2 x 3 x 5 The theorem says that these are the only such representation using prime factors. This theorem states that a^n + b^n = c^n is solvable in integers a,b,c only when n is 1 or 2. The case with n=2 are commonly known as Pythagorean Triples such as 3^2 + 4^2 = 5^2. Until recently, this theorem was really a conjecture. It had been proven for many cases of n, but not generally for all n to infinity. In 1994, Andrew Wiles proved it. This theorem says that (b^(p-1) - 1) has p as a factor when b and p are relatively prime, and p is prime. For example, 5^6 - 1 = 2 x 2 x 2 x 7 x 279 and has 7 as a factor However there are cases when p is composite such as b=2 and p = 341 = 11 x 31 In other words, (2^340 - 1) has 341 as a factor. Fermat's Lesser Theorem was generalized by Euler in terms of a totient function to replace the power (p-1).
Conjectures On The Edge-connectivity Of Graphs
conjectures on edgeconnectivity. Conjecture (DeVos DJS) Let G bean (a+b+2)-edge-connected graph. Does there exist a partition
http://www.math.princeton.edu/~matdevos/open/edgecon.html

Extractions: Conjecture (DeVos [DJS]) By the Nash-Williams/Tutte theorem ([NW] or [Tu]) on disjoint spanning trees, the above conjecture is true if G is 2(a+b)-edge-connected. This is the only partial result I know of. Conjecture There exists a fixed integer k so that every k-edge-connected graph G=(V,E) has a subset of edges S with the property that every edge-cut of G has between 1/3 and 2/3 of its edges in S. The values of 1/3 and 2/3 are of no special importance in the above conjecture. Indeed, an affirmative answer to the above problem with 1/3 and 2/3 replaced by 1/t and 1-1/t for any t>0 would still imply the 2+epsilon flow conjecture Definition: k-courteous Problem: What is the smallest integer t so that every 3-edge-connected graph has a 2-courteous coloring of size t? It is known (see [DJS]) that 3 < t < 10. It would be quite interesting if the truth were in fact t=4. An improvement on the current upper bound would have some consequences for certain flow problems and cycle-cover problems. < H(2k+1,2k)
Conjectures Sur L'avenir De La Scientologie
Translate this page CHAPITRE 34 conjectures SUR LAVENIR DE LA SCIENTOLOGIE OPINIONS ET DÉCLARATIONSRELATIVES À LA SCIENTOLOGIE DÉMINENTS EXPERTS EN SOCIOLOGIE ET EN
http://questcequela.scientologie.tm.fr/html/part11/Chp34/
Techniques, Computations, And Conjectures For Semi-Topological K-theory, By Eric
Techniques, Computations, and conjectures for SemiTopological K-theory,by Eric M. Friedlander, Christian Haesemeyer, and Mark E. Walker.
http://www.math.uiuc.edu/K-theory/0621/
Dog Lovers Bookshop: Convictions And Conjectures
Convictions and conjectures. Good+ condition, in fair to good dust jacket (afew small tears); $12.00 Convictions and conjectures table of contents
http://www.dogbooks.com/ideas.htm

Extractions: Bright, Michael Talking to Animals London: Robson Books, 1998. Wraps, 8vo, 250 pages, index, bibliography, black-and-white photos. Dogs are discussed in a wide-ranging survey that emphasizes wildlife (apes and dolphins, especially). Updated from the 1990 edition, with details on the chimpanzee Kanzi's use of the computer. $12.95 Capuzzo, Michael, and Teresa Banik Capuzzo Our Best Friends: Wagging Tails to Warm the Heart New York: Bantam, 1998. Cloth, dust jacket, 8vo, 274 pages; introduction by Roger A. Caras. Looks at the human-dog bond from various perspectives; culled from sources, both historical and literary, as diverse as Eugene O'Neill and the Virtual Pet Cemetery, and from some thoughtful average dog lovers. As new. $19.95
Conjecture - Wikipedia
out that the hypothesis were false (or as noted below, undecidable); so there isconsiderable interest in verifying the truth or falsity of conjectures of this
http://www.wikipedia.org/wiki/Conjecture
2002 Repères. Num. 46. P. 91-106. Conjectures En Arithmétique.
Translate this page Titre Repères. Num. 46. p. 91-106. conjectures en arithmétique. Editeur TOPIQUES éditions Metz, 2002. Notes Votre contribution. ATTENTION !
http://publimath.irem.univ-mrs.fr/biblio/IWR02006.htm
DC MetaData Pour: The Alexandru Conjectures
The Alexandru conjectures. Auteur(s) Alain FUSER. Le document estune prépublication. Résumé categories ${ \cal O}$ of BGG and
http://www.iecn.u-nancy.fr/Preprint/publis/1998_fuser.Thu_Jan_28_11_06_28.html
Psychoceramics: Orphic Theory And The Three Conjectures
psychoceramics Orphic Theory and the Three conjectures. Abraham suggestsan Orphic Theory of Three conjectures. Conjecture 1 Three Phases.
http://dev.null.org/psychoceramics/archives/1996.03/msg00064.html

Extractions: Date Prev Date Next Thread Prev Thread Next ... Thread Index To : psychoceramics@zikzak.net Subject : psychoceramics: Orphic Theory and the Three Conjectures From Date : Tue, 26 Mar 1996 08:33:16 -0500 Sender : owner-psychoceramics Prev by Date: psychoceramics: Re: What about Hale-Bopp... In Business For Money Next by Date: psychoceramics: The Comparative Anatomy of Eating Prev by thread: psychoceramics: Re: What about Hale-Bopp... In Business For Money Next by thread: psychoceramics: The Comparative Anatomy of Eating Index(es): Date Thread
Annotationes In Quattuor Et Viginti Pendectarum Libros. Paris, Josse Bade, 1532.
conjectures sur la pesanteur.
http://www.worldbookdealers.com/books/laurentcoulet/0000326100/bk0000326149.asp
Home Page
A course at Edinburgh College of Art run by architect Bill Thompson. Course outline and recommended reading.Category Arts Architecture EducationThe Cultural Context of Architecture. Edinburgh College of Art. LecturerDr Bill Thompson architect. The RIBA ARB Joint Validation
http://www.timespace.org.uk/
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Nav Side Bar (Frames) Clear Side Bar (no Frames) Contents UpdatedWednesday, 02 October 2002 Holy Bibble Click to get more bibble!
http://www.askwhy.co.uk/awmike/main.htm

Extractions: Nav Side Bar (Frames) Clear Side Bar (no Frames) Contents Updated: Wednesday, 02 October 2002 Speculation at the fringes of history and science. Is it unlikely but, on the evidence, not impossible? Or quite likely but lacking sound evidence? Or even likely but ignored because of prejudice. e-mail us your fringe ideas. Christianity "Unadorned" A complete archive drawing together much of THJ and MOB and much more besides. Contents (5KB) links to 100 detailed files. Adelphiasophist Noesis Contents. "Wise Women's Words and maxims" Take a look at our spectacular collection of victorian sermons from the Rev Frederick Ignatius Baines Archive. Go on, take a look! Papers The Evolution of the Universe (1968) The History of the Galaxies (1996) s="na";c="na";j="na";f=""+escape(document.referrer) since September 1998 Holy Bibble Spontaneous Human Combustion Who was Kaspar Hauser? Persian Religious Policy ... Psalms and Worship (19KB) Phoenicians The Canaanites (17KB) Angels Winged beings from heaven? (20KB) Modernist School Copenhagen Scholars (26KB) The "Divided Monarchy"

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