pls i mean a B .sc project topic on Real analysis (Functional analysis) in mathematics?
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I assume that you want a project in real analysis that you can work with to get your BS in math, right?\n\nMy counsel would be to talk to your advisor, and see if there is anything that would interest you, that your advisor would suggest.\n\nFrankly, from my limited knowledge, you're going to need at least a masters level training in math to do anything really original...\n\nOr, for that matter, have any chance of thinking up something that hasn't been thought of before.\n\nHmmm....  One thought, a spinoff of the Goldbach Conjecture.\n\nIt turns out that the number of primes less than or equal to x is x/ln(x) where ln(x) is the natural or Napierian logarithm of x.  Now, based on pure empirical computations, it appears that the number of ways the even number x can be expressed as the sum of two primes looks like it may be about x/(4*ln(x)^2); I did a least squares fit to that for all even numbers less than about 250,000 about 30 years ago, and found that it did, roughly, hold.\n\nMaybe you could try proving that: as far as I know, Fletcher's Conjecture (the first fellow who tackled the question was Rod Fletcher, an old friend of mine) has never been published, or published on.  So, you might have a go at it.
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hah my tragedy this yr.\nu didn't tell the subject\nbut i'll suggest these\n\nmaths-3d geometry\nbio.-alzheimers disease\nphy.-black holes\nchem.-overview of any /carbon chemical cmpd.\neng.-adolescence\ncom.-robotics\nbiotech.-nanotechnology\neco.-price rise and consumer awareness\n\nshould be sufficient
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may http://www.nicetermpaper.com help\n\nyou can also check with Prof. Mike @ info@thesisspecialist.com
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What's the theme of the exhibition?\n\nIf you want to do something that applies to current events, you could research the methodology behind the study of Mortality before and after the 2003 Iraq invasion and occupation (see http://en.wikipedia.org/wiki/Lancet_surveys_of_mortality_before_and_after_the_2003_invasion_of_Iraq ) and similar studies. While the subject matter is not mathematical in nature, it's an excellent way to show how mathematics (in this case, statistics) can be used to model real life.\n\nAnother project could look at polling (related to elections), either the telephone polls we hear about every night, or the exit polls, and questions about their validity after the 2004 elections.
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Have fun:\nhttp://www.math.nyu.edu/~griffith/teaching/06numanalysis/labs/bisection/
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Most introductory books on differential geometry discuss this. Looks at 'From Calculus to Cohomology' and 'Introduction to Smooth Manifolds' as references.
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http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Dubreil.html
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Why don't you share with us what you have done so far instead of just asking someone to do your homework?\n\nSorry about the snide remark. Here is your well-deserved step-by-step solution:\nhttp://www.rgetso.com/yahoo/afchica101.pdf
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If u want something that would be different than what you already have in ur syllabus then try giving a workshop in 'Vedic' maths. \nWhat is Vedic maths? well its a technique developed and mastered by  ancient Indian scholars some 2000 years back. The hallmark of vedic math is the simplicity and speed with which you can arrive at answers that would otherwise (using techniques taught in modern schools) take lot of calculation and time. \nAnother nice topic would be a brief introduction to either probability or complex nos
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Calculus has been mostly subsumed by topology, differential geometry and cohomology at the (pure) research level. The language of these topics is much more concise and powerful than that of classical analysis. If you're looking for recent advancements in analysis (the formal name for calculus), these are the fields you should be familiar with. Basically, these fields examine every type of object that one could do analysis on, in a way similar to what one does with basic calculus (continuity, limits, curvature, etc.).\nSee http://xxx.lanl.gov/archive/math for new research in these areas, as well as classical areas.
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what project\nplz tell me on oct7lib@yahoo.co.in\ni can help u
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You can find a link to the Library here: https://mycampus.phoenix.edu/\n\nGood luck with your assignment.
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http://www.mathcymru.org/english/thatsoddans.html
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Differential and Integral Calculus\nTopology of the real line\nLinear algebra\nAbstract algebra\nComplex Analysis\nDifferential Equations
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Applied math,princeton?\nwhere is the question
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http://neil-strickland.staff.shef.ac.uk/Wurble.html\n\nhttp://www-history.mcs.st-and.ac.uk/~history/HistTopics/Topology_in_mathematics.html\n\nhttp://en.wikipedia.org/wiki/Topology\n\nhttp://www.maths.gla.ac.uk/~ajb/btop.html\n\nhttp://mathworld.wolfram.com/Topology.html
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please post your homework assignment questions in the appropriate category...thanks