41. Andy Beal Conjectures Harsh Market Ahead - StreetTalk - Happenings On Wall Stree Mar 3, 2010 Lots of people claim to have seen the financial crisis coming, but few actually banked on it. Andy Beal did. He virtually shut down his Beal http://blogs.forbes.com/streettalk/2010/03/01/beals-conjecture/

42. Making Mathematics: Mathematics Research Teacher Handbook EXAMPLES, PATTERNS, AND conjectures. Mathematical investigations involve a search for pattern and structure. At the start of an exploration, we may collect related examples http://www2.edc.org/makingmath/handbook/teacher/Conjectures/Conjectures.asp

Home Support for Teachers EXAMPLES, PATTERNS, AND CONJECTURES theorem You can introduce the ideas and activities discussed below as the need for them arises during student investigations. If a student uses a particular technique, highlight that approach for the class. Once a conjecture is posed, ask the class what they need to do to understand it and begin to develop an outline that all can use. Regular opportunities for practice with the different skills (organizing data, writing conjectures, etc.) will lead to greater student sophistication over time. GENERATING AND ORGANIZING EXAMPLES Generating Examples In order to get a better view of the "big" picture of a problem, we try to produce examples in a systematic fashion. We often have to choose examples from an infinite domain. These examples should be representative, in ways that we deem significant, of all of the elements of the domain. For example, a problem involving real numbers might involve positive, negative, whole, rational, and irrational examples. Numbers that are less than one or of great magnitude might also be important. In addition to this broad sampling, we also want to generate examples in a patterned way so that relationships between variables stand out (see Organizing Data below).

43. Conference On Stark's Conjectures Johns Hopkins University, Baltimore, MD, USA; 59 August 2002. Online registration. http://www.mathematics.jhu.edu/stark/

For Lecture Notes Click Here Conference on Stark's Conjectures and Related Topics Johns Hopkins University, Department of Mathematics August 5-9, 2002 A conference funded by the National Science Foundation, the Number Theory Foundation and Johns Hopkins University. Organizing Committee David Burns , King's College London, UK, david.burns@kcl.ac.uk Cristian Popescu , Johns Hopkins University, USA, cpopescu@math.jhu.edu Jonathan Sands , University of Vermont, USA, sands@math.uvm.edu David Solomon , King's College London, UK, solomon@mth.kcl.ac.uk Description of the conference In the last few years there has been a surge in research activity dedicated towards obtaining further explicit evidence for Stark's Conjecture, and in formulating and investigating natural variants, refinements or generalizations thereof. By bringing together the leading exponents of these different strands of research this conference aims to improve understanding of the links between them. In addition, the conference program will include a series of survey talks aimed at making accessible to as wide an audience as possible the main aspects of recent research into Stark's Conjecture. At this time, confirmed main speakers include.

44. Lectures On Serre S Conjectures File Format PDF/Adobe Acrobat Quick View http://modular.fas.harvard.edu/papers/serre/ribet-stein.pdf

45. Answers.com - What Are The Conjectures From Dicovering Geometry conjectures Discovering Geometry Chapter 2 C-1 Linear Pair Conjecture - If two angles form a linear pair, then the measures of the angles add up to 180 . C-2 Vertical http://wiki.answers.com/Q/What_are_the_conjectures_from_Dicovering_Geometry

46. Serre S Conjectures File Format PDF/Adobe Acrobat Quick View http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.142.6257&rep=rep1&a

47. University Of Pittsburgh: Thomas Hales University of Pittsburgh. Kepler conjecture (announced a computer-aided proof), other space tiling conjectures, Langlands theory. http://www.math.pitt.edu/~thales/

48. THE WEIL CONJECTURES The Weil Conjectures Constitute One Of The File Format PDF/Adobe Acrobat Quick View http://www.math.ucdavis.edu/~osserman/math/pcm.pdf

49. Conjecture - Wiktionary conjecture (countable and uncountable; plural conjectures) A statement or an idea which is unproven, but is thought to be true; a guess. I explained it, but it is pure conjecture http://en.wiktionary.org/wiki/conjecture

conjecture Definition from Wiktionary, the free dictionary Jump to: navigation search WOTD - 26 June 2007 Contents English Etymology Pronunciation Noun ... edit English edit Etymology From Latin coniectūra a guess , from coniectus , perfect passive participle of cōniciō throw or cast together; guess , from con- together iaciō throw, hurl ; see jet . Compare adjective eject inject project ... edit Pronunciation RP IPA /kənˈdʒɛk.tʃə/ US IPA /kənˈdʒɛk.tʃɚ/ Audio (US) file edit Noun conjecture countable and uncountable plural conjectures A statement or an idea which is unproven , but is thought to be true; a guess I explained it, but it is pure conjecture whether he understood, or not. A supposition based upon incomplete evidence; a hypothesis The physicist used his conjecture about subatomic particles to design an experiment. mathematics philology A statement likely to be true based on available evidence, but which has not been formally proven obsolete The interpretation of signs and omens edit Synonyms See also Wikisaurus:supposition edit Related terms conject conjectural edit Translations unproven statement; guess

50. Puzzle Solved: Ramanujan's Mock Theta Conjectures Mar 8, 2007 Puzzle Solved Ramanujan s Mock Theta conjectures. An uncanny coincidence recently led two University of Wisconsin number theorists to solve http://www.maa.org/news/030807puzzlesolved.html

Puzzle Solved: Ramanujan's Mock Theta Conjectures However, Ramanujan's letter provided no hint of where his "mock" theta functions come from, how to derive them, and why they might be important or interesting. mock theta functions. But, despite the efforts of many mathematicians over the years, the functions themselves remained mysterious. In 1987, Freeman Dyson noted, "The mock theta functions give us tantalizing hints of a grand synthesis still to be discovered . . . . This remains a challenge for the future. " Now, Ken Ono and Kathrin Bringmann have constructed an explanatory framework that, for the first time, shows what mock theta functions are and how to derive them. They link Ramanujan's functions to mathematical objects known as modular forms, specifically to a special class of mathematical expressions known as Maass forms. Modular forms have recently played important roles in number theory, including the proof of Fermat's last theorem. Mathematician Sander P. Zwegers had made the connection between Ramanujan's functions and Maass forms in 2002, but he had focused on only a handful of examples. Ono and Bringmann had been working on Maass forms for other reasons. Then, while on a flight, Ono happened upon an old article by George Andrews on mock theta functions. He was startled to find that some of the mathematics in that paper echoed parts of Maass theory. Upon investigating the connection in greater detail with Bringmann, Ono found that it held up, providing a coherent way of understanding what mock theta functions really represent.

51. Elliptic Curves: Facts, Conjectures And Applications Elliptic curves E can be given by plane projective cubic curves and so seem to be very simple objects. A first hint for more structure is that there is an algebraic addition http://research.microsoft.com/apps/video/default.aspx?id=140737

52. High Scalability - High Scalability - Paper: The Declarative Imperative: Experie Jun 18, 2010 The Declarative Imperative Experiences and conjectures in Distributed Logic is written by UC Berkeley s Joseph Hellerstein for a keynote http://highscalability.com/blog/2010/6/18/paper-the-declarative-imperative-exper

53. Conjectures.org pair Networks, Inc. http://www.conjectures.org/

54. Survey Of Problems, Questions, And Conjectures File Format PDF/Adobe Acrobat Quick View http://homepages.cwi.nl/~lex/files/spqc.pdf

55. Conjectures, A Prince Of Tennis Fanfic - FanFiction.Net A Prince of Tennis Romance fanfiction with characters Fuji S. Tezuka K.. Story summary Because, in the end, Fuji does know the object of Tezuka's daily conjectures. http://www.fanfiction.net/s/6125132/1/Conjectures

Sign In Sign Up FanFiction.Net - unleash your imagination mobile edition Help Home Just In ... All . Stories: New Updated . Crossovers: New Updated General Anime ... TV Browse for Beta Readers Story Author Forum Community Support Privacy TOS Ad Blocker ... Prince of Tennis Conjectures Chronomentrophobia Author of 3 Stories Rated: K - Published: 07-09-10 - Complete - id:6125132 So, first time in fandom! I should either be asking for mercy or completely terrified out of my wits. Fortunately, MD-buchou did threaten me before this, so...hehehe... Warnings: fem!Fuji and fem!Oishi among others, liberal interpretation of Tezuka's thoughts, Momoshiro cast as future captain (possibly because, in my headcanon, Kaidoh is female in this universe.) And, of course, Tezuka/Fuji, mostly just conjectures (thus the title) but it could use some polishing. Conjectures By Chronomentrophobia Because, one fine day, my efforts might be appreciated. Tezuka is not sure whether he should be angry or not, seeing the elaborate movements: elegant but unnecessary. Fuji is tormenting yet another third-year with hope and a pleasant smile, pale arms windmilling in such a way that seems to be designed to attract attention––not that most of the Seigaku tennis club is not clustered around D-court, anyway. He steps onto the court, ignoring the umpire's objections, and taps Fuji's wrist.

56. Geometry Conjectures These are a lot of the conjectures of Geometry views 7208 rating not rated reviews 0 posted 6/9/2009 language English pages http://www.docstoc.com/docs/7093359/Geometry-Conjectures

57. Conjectures And Conjectural Emendation Thus, for instance, in Howell D. Chickering, Jr. s edition of Beowulf, we find over two hundred conjectures in the text, and a roughly equal number of http://www.skypoint.com/members/waltzmn/Conjectures.html

Conjectures and Conjectural Emendation The New Testament is full of difficult readings. There are probably hundreds of places where one scholar or another has argued that the text simply cannot be construed. Westcott and Hort, for instance, marked some five dozen passages with an asterisk as perhaps containing a primitive error. (A list of these passages is found in note 2 on page 184 of the second/third edition of Bruce M. Metzger's The Text of the New Textament.) Not all of these are nonsense, but all are difficult in some way. In classical textual criticism , the response to such "nonsense" readings is usually conjectural emendation the attempt to imagine what the author actually wrote. Such an emendation, to be successful, must of course fit the author's style and the context. It should also, ideally, explain how the "impossible" reading arose. The use of conjectural emendation in the classics especially those which survive only in single manuscripts can hardly be questioned. Even if we assume that there is no editorial activity, scribal error is always present. Thus, for instance, in Howell D. Chickering, Jr.'s edition of Beowulf

58. Conjectures, An Ouran High School Host Club Fanfic - FanFiction.Net A Ouran High School Host Club Humor fanfiction with characters Mori/Takashi M. Haruhi F.. Story summary .Hunny. Hunny-senpai refused cake? Sweets? Why? How? Mori has a http://www.fanfiction.net/s/3290510/1/

Sign In Sign Up FanFiction.Net - unleash your imagination mobile edition Help Home Just In ... All . Stories: New Updated . Crossovers: New Updated General Anime ... TV Browse for Beta Readers Story Author Forum Community Support Privacy TOS Ad Blocker ... Ouran High School Host Club Conjectures yamikinoko Author of 62 Stories Rated: K - Updated: 04-17-07 - Published: 12-15-06 - Complete - id:3290510 A/N Yes, you're all beginning to wonder if I ever have a life outside of LiveJournal? Well, here's the answer: I DON'T. Mwahahaha! Fear m3h. Anyways, this is for the contest and also for my flashfic… Hope she doesn't see it and yea. I do not own Ouran High School Host Club or there'd be a heck of a lot of molestation reports in the police databanks. Conjectures It was an electric moment. Nobody and nothing moved, not even Tamaki's usually flapping mouth. The tension lay thick in the air, so dense you could feel it, pressing on your eardrums, clamoring for dominance over the equally impressive silence that reigned supreme. For once it was so quiet you could hear the slight -drip- -drip- -drip- of a leaky faucet and Kyouya made a note to fix that, the scritch of his pen loud in the impeding silence. Hunny- senpai had just refused cake.

59. Notes On The Generalized Ramanujan Conjectures File Format PDF/Adobe Acrobat Quick View http://www.math.princeton.edu/sarnak/FieldNotesCurrent.pdf

60. Making And Testing Conjectures Compiled by Shirley J. Alt at The University of Minnesota Twin Cities Having students make and test conjectures is an effective way of engaging them in learning and helping http://serc.carleton.edu/sp/cause/conjecture/index.html

@import "/styles/base.css"; @import "/styles/cause.css"; Navigation: CAUSEweb Resources CAUSE Teaching Methods Advanced Search Login not applicable. Resources CAUSE Teaching Methods Activity Developers Workshop Campus-Based Learning ... About CAUSE Making and Testing Conjectures This material is replicated on a number of sites as part of the SERC Pedagogic Service Project Compiled by Shirley J. Alt at The University of Minnesota - Twin Cities Having students make and test conjectures is an effective way of engaging them in learning and helping them develop their reasoning abilities. What are Conjectures? Conjectures by definition are inferences or judgments based on inconclusive or incomplete evidence (American Heritage Dictionary, 2006). They are statements, opinions or conclusions based on guesswork. Conjectures are important because they impact student learning. To Learn More. . . Why Have Students Make and Test Conjectures? Constructivist theory supports having students make and test conjectures. Constructivism is built on the foundations of Piaget (1950), Ausubel (1960), and Rumelhart (1991) and contends that students construct their own knowledge and are not just passive receivers of information. Students construct new knowledge based on their past experiences and previously acquired knowledge.

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