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Wiki to Help Solve Millennium Problems?

MattWhitworth writes "A new wiki has been set up over at QEDen to try to gather a community to solve the Millennium Problems. The problems are seven as yet unsolved mathematical problems that continue to vex researchers today. What do you think of this effort? Will gathering a community of people help solve problems such as P=NP, or do you think it requires a lot more than a semi-qualified community to approach the problem?"

10 of 232 comments (clear)

  1. Please. . . by jd142 · · Score: 4, Insightful

    3/4 of the people will argue about their misunderstanding of the problems involved, the other won't even know what the problems are but think they do. The very few people who actually do understand the problems and the underlying issues will eventually stop trying to explain what the real issue is.

    1. Re:Please. . . by kfg · · Score: 5, Insightful

      Will gathering a community of people help solve problems such as P=NP, or do you think it requires a lot more than a semi-qualified community to approach the problem?"

      GIGO.

      The quantity of GI does not effect the reality of GO.

      The very few people who actually do understand the problems and the underlying issues will eventually stop trying to explain what the real issue is.

      One very quickly learns the pointlessness of trying to explain to the Unskilled and Unaware of It that it would take about two years of education for them to even understand that they don't understand the issue.

      And it only annoys the pig.

      KFG

    2. Re:Please. . . by dsci · · Score: 4, Insightful

      "Any scientist who cannot explain to an eight-year-old what he is doing is a charlatan"

      --Kurt Vonnegut in Cat's Cradle


      Would you not say there is quite a difference from explaining what you are doing to an 8 year old child and giving sufficient information to expect that child to contribute to the work?

      For example, I study reaction dynamics and intramolecular energy flow during 'fast' reactions. It is pretty easy for me to explain to children that I study chemical reactions - how things are changed from one thing to another. I could even do some demo's and talk about them in some detail.

      But that's a far cry from expecting those children from being able to help me solve Navier-Stokes equations, apply classical thermodynamics, statistical mechanics and quantum mechanics to arrive at quantitative models of deflagration explosions.

      --
      Computational Chemistry products and services.
  2. In related news... by MosesJones · · Score: 5, Insightful

    Wiki to be created to solve Grand Unified Theory of Everything, this will take over because physicists, chemists, mathematicians have failed to do it, so the idea is to lob it out there. First step will be to resolve the problems between gravity and quantum mechanics.

    Lets put it this way, if there was a Wiki on solving complex DNA evolution problems, 50%+ of the posts would be from wackos talking about ID and Creationism.

    I hate to break it to people, but Maths and Physics make computing look like a liberal arts degree.

    --
    An Eye for an Eye will make the whole world blind - Gandhi
  3. I doubt it will work by sydneyfong · · Score: 4, Insightful

    Keep in mind that there already is a kind of wiki-like "collaboration" within the academic circles. The only difference being that the circle is relatively small compared to a "wiki".

    But then, more people working on it doesn't necessarily improve things. For one, you will expect a very bad noise to signal ratio, where there would be a bunch of smart ass ideas that have already been disproved decades ago, or ideas which are so obviously wrong that no academic would even think of writing a paper for.

    Basically the whole thing is based on the assumption that "monkeys banging on typewriters will eventually produce all the works of shakespear". It works in theory, but remember that it takes either an infinite number of monkeys, or infinite time -- whereas you could find a group of talented people to do the same job more effectively.

    Expect a dozen claims of "TSP solved in P time!" from this site within a month, and nothing more afterwards.

    --
    Don't quote me on this.
  4. solid approach by xiao_haozi · · Score: 5, Insightful

    I think this is a great approach. Its effectiveness is questionable, but that is the story with everything else. Seems as though it should at least help shed some light on different approaches to some of the problems and maybe help those that are truly the 'professionals' that have been cranking on these problems to see some insight and fresh ideas. Kinda just rolls with the oss philosophy of having as many eyes and brains as possible looking at code to find the bugs and to provide creativity...so why not math. Maybe this will also open up more opportunity for those with gifts in programming to find methods to help design new methods for computational approaches to these problems. Will it cure cancer, stop hunger, prevent aids/hiv...no. But basic research is basic research, so why not.

  5. Not a unique idea... by ZombieWomble · · Score: 5, Insightful
    The professor I worked under for my MSci project last year was collaberating on a number of theoretical problems with people from many other univerisites, and rather than unwieldly mailing lists and such to keep in contact, they set up a bit of wiki-like software, so they could touch up errors in derviations, suggest new approaches and so forth, while still maintaining a cohesive form of the body of work. It's apparently very effective, and has made their collaberation much more efficient.

    The important difference there was that this project was only open to those actually actively involved in working on this problem. A public wiki will likely be bogged down by people who don't truly understand the problem or the approaches used to solve them - instead of everyone being able to contribute a little (as is possible in Wikipedia, which effectively just requires a transcription of information) the vast majority of people won't have anything to offer at all. And of course, those that are actively involved in working on these projects and want to share their work are in all likihood already doing so - with other people in the same field.

    This project will likely attract those who do not have the particlar interest, time or background to work in a focused fashion on the problem, and consequently I'd be surprised if anything really unique or surprising came out of the project.

  6. They could contribute by Anonymous Coward · · Score: 5, Insightful

    I'm a professional mathematician and I find the idea interesting.

    Real researchers are familiar with cranks on newsgroups (James S Harris on sci.math for example) who year in year out claim to have proved this or that famous conjecture. Or, these people send proofs to real researchers, expecting attention when page one of their "proof" contains an error. So my hopes are not high that a community of semi-qualified people could solve the problems, but....

    Suppose that this community set about collating and putting in context all of the material related to those problems that exists in the **research level** literature and **expounding** it in an extremely clear way. And suppose that real researchers were interested and joined the effort. This resource could be a HUGE contribution to the effort.

    Unfortunately, the only joint efforts in mathematics on the web so far, do not deal seriously with the literature, but approach mathematics at a level of understanding of a first year graduate student. Problems that are well understood by the most brilliant minds on the planet are not going to be solved by people with an understanding as limited as that. It isn't as though some tough problems haven't been solved with elementary methods (the Kayal-Agrawal-Saxena result being a case in point), nor is it true that cranks do not occasionally come up with the goods (de Branges proof of the Bieberbach conjecture being a case in point), but the fact is, these are exceptions to the rule and the vast majority of difficult problems had immensely difficult solutions which took new developments in mathematics over periods of many years before they could be solved. Will a community of non-researchers make developments in modern mathematics? Personally I doubt it.

    But, this is a new idea, hasn't been tried, so who knows where it will lead. As a research mathematician, the idea intrests me, and I would be involved if it headed in the right direction and didn't become a place for cranks to meet and fiddle with polynomials over an unspecified ring.

  7. Ramanujan by Flying+pig · · Score: 5, Insightful
    The (largely self-taught) Indian mathematician Ramanujan was "discovered" almost accidentally as a result of his writing a letter to G F Hardy, at Cambridge, and in one of the few environments where his talents could be recognised.

    A lot of people on Slashdot are degree-obsessed; at an early age they have bought into the idea that everybody who does not have a formal academic education to at least PhD level is necessarily unable to contribute anything to research. (This is not just the chip on my shoulder talking, but as someone with a degree from Fen Poly who has recruited a fair number of graduates over the years, I know it takes far more than a degree or two to make a scientist, mathematician or even a developer. Curiosity, persistence, the ability to see connections are all important.) Although this Wiki may well fail, it might just bring to light a few more Ramanujans. The world does not consist solely of North Americans, and there are doubtless plenty of educated people in other cultures who do not have access to the networks that bring some people to the fore while others, equally well endowed, may never get an opportunity.

    --
    Pining for the fjords
  8. Insight Required by chrisreedy · · Score: 5, Insightful

    Speaking as someone with a Ph.D. in mathematics ...

    These problems are all incredibly difficult. A lot of very good mathematicians have thought about them, in some cases for over a hundred years. In some cases, even understanding the problem requires an advanced mathematical education. If there was anything approaching an easy solution, it would have been found already. That said ...

    Problems like these always require some insight. Typically, either a way to relate the problem to some other unexpected area, or some new kind of machinery that creates a leverage against the problem.

    Personally, I wouldn't expect that from such an effort.