mm-4265 === Subject: CHANGING PRIME NUMBERS WORLD!! We are students in American University of Sharjah (Marwan Aladdin and Hadi Aladdin)(Computer Engineers).. and we are working on a new Math Formula. Our current research is in Number Theory. We found a relation between Prime Numbers and we came up with a formula to GENERATE ANY PRIME NUMBER USING ITS N WITHOUT USING DATABASES OR COMPARISON!!Just enter the n and it will result the prime number! For example: You enter 3 to the formula, so the result would be 5 (which is the 3rd prime). And this works for any prime even in millions. Currently we need super computers to do Regression Fitting and Curve Fitting for our formula to make it work for HUGE n values.. or in other words we need a database of functions and search the best fit function and its regression. What do you suggest to achieve this? Is there any special way for such researches? Any known research centers who can help do this task? Any special software suggested to be installed on super computers to achieve this? We believe this formula would be so much useful if it is done fully! We hope to get help and support in all ways :-) Even suggestions! Marwan Aladdin === Subject: Re: CHANGING PRIME NUMBERS WORLD!! We are students in American University of Sharjah (Marwan Aladdin and Hadi Aladdin)(Computer Engineers).. and we are working on a new Math Formula. Our current research is in Number Theory. We found a relation between Prime Numbers What do you mean by relation between Prime Numbers? > and we came up with a formula to GENERATE ANY PRIME NUMBER USING ITS N WITHOUT USING >DATABASES OR COMPARISON!! There are many such formulae. They are well known. Read, for example: P. Ribenboim The Book of Prime Number Records. However, such formulae are computationally useless for large N. > And this works for any prime even in millions. Currently we need super computers to do Regression Fitting and >Curve Fitting for our formula to make it work for HUGE n values.. Supercomputers are not needed to do curve fitting. And trying to compute primes via a fitted curve is useless once the prime to be computed is outside the range of your fitted curves. A sieve would be much more efficient. >or in other words we need a database of functions and search the best fit function and its regression. What do you suggest to achieve this? Don't. You are wasting your time. >Is there any special way for such researches? Any known research centers who can help do this task? Any >special software suggested to be installed on super computers to achieve this? I suggest that you do some background reading. Otherwise, you are proceeding without really knowing the required background mathematics. Start with the book I mentioned above. You should also look at: Crandall & Pomerance: Prime Numbers; A computational Perspective R. Guy, Unsolved Problems in Number Theory H. Riesel Prime Numbers and Computer Methods for Factorization. === Subject: Re: CHANGING PRIME NUMBERS WORLD!! What we are trying is not to plot the curve of consecutive prime numbers..according to some confidential information, we can't provide you with the method.. but have done a method on prime numbers, and we got a relation (a Non-Linear Perfect Exponant Relation). We tested it for the 26,000 nth prime, and the error % was 0.2%. What we are trying is to make the error much less using Series. I hope you get the idea more clearer now.. We have checked the Reimann hypothesis and other trials of other scientists for Prime Numbers Distribution.. but couldn't find a formula for generating nth Prime Number (without knowing the n-1 primes). Do you get it clearer now maybe? So what do you suggest? :-) === Subject: Re: Area; Integral question > Find the area between f(x)=3x^3-x^2-10x and g(x)=-x^2+2x and prove that the result will be the same using dx or dy. I did find the result using integrals dx (result=24) by solving two integrals between -2 and 0, and between 0 and 2. However I don't get how to find the solution with dy. The way I see is to find few functions f(y) for both functions and try to integrate based on dy (?). But it doesn't seem that easy. Any hints ? (unless I don't understand the question) > I can't help with functions in terms of y yet try my area applets to find area between curves http://www.britishcomputercolleges.com/VU/AreaBeTween.html Asad S Yousaf === Subject: Never Say Die Common probability problems concern throwing a dice a number of times and finding probabilities regarding face digits and sum of face digits. I have uploaded an Applet that allows choosing upto 3 dice which may be fair (all digits having same chance of selection) or unfair (where some digits are more likely to turn up than others). it computes individual probabilities plus probabilities for sum of digits Visit http://www.britishcomputercolleges.com/VU/DICE.html Asad S. Youasf === Subject: Re: Question about a minor recasting of Dedekind cuts. > I've been explaining various constructions to a maths club. > Then I've used Dedekind cuts, but it's proving really, really messy. > Thoughts? Sorry to have joined this thread late. You've already gotten good replies from Dik Winter in sci.math and Brian Scott in alt.math.undergrad. But I think you'd be interested in what John Horton Conway had to say, and so I quote a passage from his The Surreals and the Reals. Of course I agree with most of what he says; otherwise I won't have taken the trouble to quote it. I've inserted one comment in brackets; my other two comments are given below the Generalizations of the Reals, and Theories of Continua_, P. Ehrlich, --------------------------------------------------------------------- | | About the step form rationals to reals I have only a few things | to say.The first is that it seems simplest in practice to define a | real number to be any ordered pair of non-empty rational sets L,R | such that: | | R is the set of all numbers that are greater than or equal to all | members of L, and similarly L is the set of all numbers that are | less than or equal to all members of R. | | This is unorthodox, since it allows L and R to intersect, though | in at most one point. The definitions of the arithmetical operations | are much simpler, however. | My final comment is that there is a really big problem with signs | here, that actually makes it quite hard to define multiplication. [One solution to that problem is given in my Multiplying Dedekind cuts naturally But I think that a better solution is what Conway gives in the next paragraph.] | Most authors split the argument into cases, which I think is | morally wrong -- why did we take the trouble to adjoin signs | properly in the passage from natural numbers to integers we are | only going to mess it all up now? | One solution to this problem, which I used sometimes when teaching | in Cambridge, is to take this last question seriously, DON'T introduce | the signed integers! Instead, proceed from the natural numbers to the | non-negative rationals (or the strictly positive ones if you prefer), | then construct the non-negative (or positive) reals from these, so | having no sign-problem, and then construct the signed reals from these | in the way that we constructed the signed integers for the natural | numbers. | I think that this is in fact the simplest way to construct the | real numbers along traditional lines. ... | ---------------------------------------------------------------- Comment 1: The unorthodoxy (A) mentioned by Conway has a counterpart unorthodoxy (B) in which, in the event that the cut corresponds to a rational number q, _neither_ L nor R contains q itself. (Brian has already mentioned both of those unorthodoxies in this thread.) Of course, then L and R do not necessarily partition Q+. Which is preferable, A or B? A, rational cuts are structural different from irrational cuts. One might perceive this as an advantage, saying that rational real numbers are _special_ reals and the different structure of the rational cut properly reflects that special status. On the other hand, from an egalitarian viewpoint, one could argue that all real numbers should be structurally the same and so B is preferred. multiply the cut for sqrt(2) with itself. Using A, the product is not naturally a cut at all because neither L nor R contain 2, and so we must go in surgically and attach 2 to both L and R. Using B, however, no surgery is needed, the product is naturally what is needed. I hope my presentation of the arguments was unbiased. But I'm not neutral -- I prefer B. Comment 2: I also favor another unorthodoxy: dropping the requirements that L and R, as subsets of Q+, be nonempty and proper. I consider those requirements to be artificial. Once they are dropped, we construct the nonnegative extended reals, [0, +oo], with no more trouble than we would have had in constructing just the positive reals, had the requirements not been dropped. And of course, having constructed [0, +oo], you have also constructed (0, +oo). My point is that, by dropping artificial restrictions, you have also gotten something extra which is useful, and without any additional effort. David W. Cantrell === Subject: Re: Question about a minor recasting of Dedekind cuts. alt.math.undergrad,sci.math: [...] > I also favor another unorthodoxy: dropping the > requirements that L and R, as subsets of Q+, be nonempty > and proper. I consider those requirements to be > artificial. Once they are dropped, we construct the > nonnegative extended reals, [0, +oo], with no more > trouble than we would have had in constructing just the > positive reals, had the requirements not been dropped. > And of course, having constructed [0, +oo], you have also > constructed (0, +oo). My point is that, by dropping > artificial restrictions, you have also gotten something > extra which is useful, and without any additional effort. I agree: if you're going to construct the completion of a linear order, you might as well fill the end-gaps as well as the internal gaps. But two of my favorite kinds of object are linearly ordered topological spaces (LOTS's) and generalized ordered spaces (GO-spaces -- which turn out to be just the subspaces of the LOTS's). Brian === Subject: Re: Question about a minor recasting of Dedekind cuts. On Sat, 21 Jul 2007 18:10:52 EDT, riderofgiraffes in alt.math.undergrad: [...] > In particular, you have to show that the > result doesn't depend on the choice of > a, b, etc., > That's trivial. But it's still one more step, a complication that's not present in the usual approach. (In passing I note that when I teach our undergraduate abstract algebra course, one of the hardest ideas to get across is the necessity of checking that things are well-defined.) > ... and you have to show that if (L, R) > isn't a cut, then > (L U Q(L U R), R U Q(L U R)) > is one. > I think that's also pretty simple. But it's again a complication that isn't present at all in the usual treatment. And there's so much detail to be checked in *any* rigorous version that it seems highly desirable not to introduce any unnecessary complications. [...] > What you have here is in fact exactly > what I described above, except that you've > introduced the additional complication of > restricting the cuts to (a, b) and (c, d) > before adding and then having to extend > the (partial) sum to a cut, thereby > considerably increasing the amount of > detail to be checked. > For addition and positive multiplication it's > not actually necessary to make the restriction. > It's useful when defining division directly, > something that's possible in this formulation, > and which is exactly like the obviously simpler > cases of addition and multiplication. On the whole I consider defining division and subtraction directly to be extravagances, extras that just aren't worth the time (except perhaps as homework exercises). But direct definition of division in the traditional approach isn't bad anyway. If A and B are positive cuts, then A/B = {a/b : a in A & b not in B & a > 0}; the cases in which at least one of A and B is not positive can be defined from this and the negative. > To my mind the details to check are based on > simpler definitions, and therefore easier to > accomplish. I don't see that your definitions are simpler. Your definition of cut is at least as complicated as the traditional one, and your definition of addition is more complicated than the usual one. I made it too complicated in my original post; it works perfectly well to define A + B in the obvious way for cuts A and B as I defined them, and no adjustment is ever necessary. Multiplication of positive cuts also requires no adjustments. > That seems cleaner and more intuitive to me. > And to me it seems both messier and less > intuitive, even without the extraneous > intervals (a, b), etc. You've not > eliminated the need to consider more > than one case, and the reason for the > extra case is a bit less obvious. > I note and accept that you don't find it easier. > I like the symmetry of this formulation. The > fact that one doesn't arbitrarily decide that > the cuts corresponding to the rationals have > an end-point in one of the sets. Everything > is a single case, except for the one extra > case where irrationals combine to make a > rational. By its very nature that's always > going to be a special case. In the traditional approach as I outlined it earlier, this *isn't* a special case. > I wonder if perhaps you find this alternative > formulation less intuitive because you are > familiar with the other, I don't think that either is significantly more intuitive, though I do think that your version does a little violence to the intuition behind the word 'cut'. My objections to yours are paedagogical and practical: I think that it would be harder to teach at an elementary level, and I think that it's messier in that it requires checking more details. > and I dislike the other because of the asymmetry, which I > think is unnecessary. I will take simpler over more symmetric any day! [...] Brian === Subject: =?utf-8?q?Einstein=E2=80=99s_mathematical_excellence_and_Newton=E2=80=99s_in s ightful_perception_of_mass-_energy_inter_conversion_(E=3Dmc2)?= EinsteinÍs mathematical excellence and NewtonÍs insightful perception of mass- energy inter conversion (E=mc2) EinsteinÍs mathematical excellence and NewtonÍs insightful perception of mass- energy inter conversion (E=mc2) Einstein [1] derived L =mc2 (Light energy mass inter conversion equation) and speculated E =mc2 in Sep 1905 . But its importance was truly understood in 1920s i.e. at least after 15 years, when NUCLEAR REACTIONS were discovered. Reference of EinsteinÍs paper is [1] Einstein, A., Annalen der Physik 18, 639 (1905). It pertinent to mention that in derivation of L =mc2 Einstein used an equation of relativistic form of light energy from his June 1905 paper known as Special Theory of Relativity. (Reference papers at website given below) Sir Isaac NewtonÍs perception, two centuries before Einstein. Einstein was not aware of the fact that, the this equation had been perceived by Newton [1642-1727] in 1704 Newton [2] has quoted in his book ïOpticksÍ in 1704 that Gross bodies and light are convertible into one another..., [ 2 ] Sir Isaac Newton, Opticks, pp. CVX (1704; reprinted by Dover Publications, Inc., New York, 1952). This reflects importance of NewtonÍs contribution in science. Thus Einstein simply derived equation (L =mc2) for NewtonÍs 200 years old perception. Then from ®L =®mc2 Einstein speculated ®E =®mc2 Since past over 100 years E=mc2 is being used globally without any exception, however scopes of improvement in every theory always persist. For details and downloading reference papers you may like to visit http://www.ajayonline.us Ajay Sharma === Subject: Re: =?iso-8859-1?Q?Einstein=92s?= mathematical excellence and =?iso-8859-1?Q?Newton=92s?= insightful perception of mass- energy inter conversion (E=mc2) > > ... If you must post the same stuff to more than one newsgroup please cross post in preference to multi posting. -- Remove antispam and .invalid for e-mail address. He that giveth to the poor lendeth to the Lord, and shall be repaid, said Mrs Fairchild, hastily slipping a shilling into the poor woman's hand. === Subject: Re: +1600 Solutions Manual to low cost Bytes: 1449 Please help me, I want this [solution Manual] and ebook Introduction to Thermal and Fluids Engineering (Kaminski & Jensen) Who can help send this [solution Manual] and ebook for me. Please sand to ch_natee@yahoo.com I test in 3 August T-T === Subject: Re: +1600 Solutions Manual to low cost Bytes: 1478 > > I test in 3 August T-T Then it's about time you started doing some work. -- Remove antispam and .invalid for e-mail address. He that giveth to the poor lendeth to the Lord, and shall be repaid, said Mrs Fairchild, hastily slipping a shilling into the poor woman's hand. === Subject: Re: Solutions manual to low cost Hi there, I'm interested on the solutions for the following book: Vector Calculus (3rd Ed., Susan J. Colley) Can you provide this by email ASAP? Edgar > My List of Solutions Manual > (Available on print-original copy, Cd - for heavy files & by e-mail) contact me to : æbergh...@yahoo.com If your solutions manual wanted ins't on this list, also can make the > request. These are some only. 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Barnes & Michael Kolling) > Java: An Introduction to Problem Solving and Programming (4th Ed., > Walter Savitch) > Simply Java Programming: An Application-Driven» Tutorial Approach > (Deitel) > Java: An Introduction to Computing (Joel Adams, Larry R. Nyhoff & > Jeffrey Nyhoff) > Advanced Java» 2 Platform How to Program (Deitel & Santry) > SQL for SQL Server (Bijoy Bordoloi & Douglas B. Bock) > Introduction to Programming Using Visual Basic 2005 (6th Ed., David I. > Schneider) > Simply Visual Basic 2005 (2nd Ed., Harvey & Paul Deitel & Associates) > Visual Basic 2005 How to Program (3rd Ed., Deitel & Associates) > Introduction to Programming with Visual Basic 6.0 (4th Ed., David I. > Schneider) > Visual Basic.Net Programming (2nd Ed., Jeffrey Tsay) > Simply Visual Basic .NET (Deitel & Nieto) > Mechatronics (Sabri Cetinkunt) > Introduction to Linear Programming (Leonid N. Vaserstein) > Science of Electronics, The: DC/AC (David M. Buchla, Thomas L. 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Sherrick) > Understanding Fiber Optics (5th Ed., Jeff Hecht) > Understanding UNIX/LINUX Programming: A Guide to Theory and Practice > (Bruce Molay) > Applying PIC18 Microcontrollers: Architecture, Programming, and > Interfacing using C and Assembly (Barry B. Brey) > Electrical Power and Controls (2nd Ed., Timothy L. Skvarenina, William > E. DeWitt) > Process Control Instrumentation Technology (8th Ed., Curtis Johnson) > Electrical Machines, Drives and Power Systems (6th Ed., Theodore > Wildi) > Introduction to Vacuum Technology (David M. Hata) > Electronic Project Design and Fabrication (6th Ed., Ronald A. Reis) > Technology and Society (3rd Ed., Linda Hjorth, Barbara A. Eichler, > Ahmed S. Khan, John Morello) > Electrical Engineering: Principles and Applications (4th Ed., Allan R. > Hambley) > Electric Circuits (8th Ed., James W Nilsson & Susan Riedel) > Introductory Circuits for Electrical and Computer Engineering (James > W. Nilsson, Susan A. 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Mark, Weihua Zhuang) > Detection and Estimation:Theory; and Its Applications (Thomas > Schonhoff & Arthur Giordano) > Signals, Systems, and Transforms (3rd Ed., Charles L. Phillips, John > M. Parr & Eve A. Riskin) > Fundamentals of Signals and Systems Using the Web and Matlab (3rd Ed., > Edward W. Kamen & Bonnie S Heck) > Digital Signal Processing (4th Ed., John G. Proakis, Dimitris K > Manolakis) > Adaptive Filter Theory (4th Ed., Simon Haykin) > Spectral Analysis of Signals (Petre Stoica & Randolph L. Moses) - Math, Statistics & Probability > An Introduction to the Finite Element Method (3rd Ed., J. N. Reddy) > Fundamentals of Finite Element Analysis (1st Ed., David V. Hutton) > The Finite Element Method: Its Basis and Fundamentals (6th Ed., > Zienkiewicz, R. L. Taylor & J.Z. Zhu) > Differential Equations (A. King, J. Billingham, S. Otto) > Fourier and Laplace Transforms (R. J. Beerends , H. G. ter Morsche) > Infinite-Dimensional Dynamical Systems (James C. Robinson) > Mathematical Methods for Physics and Engineering, (3rd Ed., Riley, > Hobson & Bence) + Ebook > Numerical Methods in Engineering with MATLAB (Jaan Kiusalaas) + Ebook > Numerical Methods in Engineering with Python (Jaan Kiusalaas) + Ebook > An Introduction to Numerical Analysis (Endre Suli and David Mayers) + > Ebook > Fundamentals of Engineering Numerical Analysis æ(Parviz Moin) > Monte Carlo Statistical Methods (2nd Ed., Christian P. Robert, George > Casella) > Introduction to Mathematical Structures and Proofs (Larry J. Gerstein) > Analyzing Categorical Data (Jeffrey S. Simonoff) > Fundamentals of Complex Analysis with Applications to Engineering, > Science, and Mathematics (3rd Ed., E. Saff & Arthur Snider) > Probability & Statistics for Engineers & Scientists (8th Ed., Walpole, > Myers, Ye) > Statistics for Engineering and the Sciences (5th Ed., Mendenhall & > Sincich) > Miller & Freund's Probability and Statistics for Engineers (7th Ed., > Johnson, Miller, Freund) > Applied Numerical Analysis Using MATLAB (2nd Ed., Fausett) > Numerical Methods Using Matlab (4th Ed., Mathews & Fink) > Applied Numerical Methods for Engineers and Scientists (Rao) > Applied Numerical Analysis Using MATLAB (2nd Ed., Laurene v. Fausett) > Friendly Introduction to Numerical Analysis (Bradie) > Elementary Linear Algebra (2nd Ed., Spence, Insel & Friedberg) > Elementary Linear Algebra with Applications (9th Ed., Kolman & Hill) > Introductory Linear Algebra: An Applied First Course (8th Ed., Kolman > & Hill) > Linear Algebra with Applications (7th Ed., S. 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Berenson) > Course in Business Statistics with CD-ROM (4th Ed., Groebner, Shannon, > Fry & Smith) > Business Statistics: Decision Making and Student CD Package (7th Ed., > Groebner) > Business Statistics: A Decision-Making Approach and Student CD Update > Package (6th Ed., Groebner, Shannon, Fry & Smith) > Statistics for Business & Economics (10th Ed., McClave, Benson & > Sincich) > Statistics for Managers Using Excel and Student CD Package (5th Ed., > Levine) > Statistics for Managers Using Microsoft Excel and Student CD Package > (4th Ed., Levine, Stephan, Krehbiel & Berenson) > Statistics for Business and Economics and Student CD (6th Ed., > Newbold, Carlson & Thorne) > Statistics for Business and Economics and Student CD-ROM (5th Ed., > Newbold, Carlson & Thorne) > Basic Business Statistics: Concepts and Applications and CD package > (10th Ed., Berenson, Krehbiel & Levine) > John E. Freund's Mathematical Statistics with Applications (7th Ed., > Miller) > Probability and Statistical Inference (7th Ed., Hogg & Tanis) > Introduction to Mathematical Statistics (6th Ed., Hogg, Craig & > McKean) > Introduction to Mathematical Statistics and Its Applications (4th Ed., > Larsen & Marx) > Brief Course in Mathematical Statistics (Hogg & Tanis) > Fundamentals of Probability, with Stochastic Processes (3rd Ed., Saeed > Ghahramani) > First Course in Probability (7th Ed., Sheldon Ross) > Applied Multivariate Statistical Analysis (6th Ed., Johnson & Wichern) > Multivariate Data Analysis (6th Ed., Hair, Black, Babin, Anderson & > Tatham) > Essential MATLAB for Engineers and Scientists (3rd Ed., Brian D Hahn & > Dan Valentine) > Introduction to Applied Statistical Signal Analysis: Guide to > Biomedical and Electrical Engineering Applications (3rd Ed. 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Elayn Martin-Gay) > Developmental Mathematics (K. Elayn Martin-Gay) > Essentials of Basic College Mathematics (John Jr Tobey, Jr., Jeffrey > Slater) > Basic College Mathematics (5th Ed., John Tobey & Jeffrey Slater) > Prealgebra (5th Ed., K. Elayn Martin-Gay) > Prealgebra & Introductory Algebra (2nd Ed., K. Elayn Martin-Gay) > Prealgebra (3rd Ed., æJamie Blair, John Tobey & Jeffrey Slater) > Elementary Algebra Early Graphing for College Students (3rd Ed., Allen > R. Angel) > Elementary Algebra (Michael Sullivan III, Katherine R. Struve & Janet > Mazzarella) > Elementary Algebra for College Students (7th Ed., Allen R. Angel) > Experiencing Introductory and Intermediate Algebra Through Functions > and Graphs (3rd Ed., JoAnne Thomasson & Robert Pesut) > Introductory Algebra (3rd Ed., K. 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Blitzer) > Algebra for College Students (3rd Ed., Allen R. Angel) > Algebra for College Students (5th Ed., Robert F Blitzer) > College Geometry: A Problem Solving Approach with Applications (2nd > Ed., Gary L. Musser, Lynn Trimpe & Vikki R. Maurer) > College Algebra (8th Ed., Michael Sullivan) > College Algebra Essentials (8th Ed., Michael Sullivan) > College Algebra (4th Ed., Robert F. Blitzer) > College Algebra Essentials (2nd Ed., Robert F. Blitzer) > College Algebra: An Early Functions Approach (Robert F. Blitzer) > College Algebra: Concepts Through Functions (Michael Sullivan III & > Michael Sullivan) > College Algebra Enhanced with Graphing Utilities (4th Ed., Michael > Sullivan III & Michael Sullivan) > Essentials of College Algebra: Enhanced with Graphing Utilities (4th > Ed., Michael Sullivan III & Michael Sullivan) > Algebra and Trigonometry (8th Ed., Michael Sullivan) > Algebra and Trigonometry (3rd Ed., Robert F. Blitzer) > Algebra and Trigonometry: An Early Functions Approach (Robert F. > Blitzer) > Precalculus: Concepts Through Functions, A Right Triangle Approach to > Trigonometry (Michael Sullivan III & Michael Sullivan) > Algebra & Trigonometry (7th Ed., Michael Sullivan) > Algebra and Trigonometry Enhanced With Graphing Utilities (4th Ed., > Michael Sullivan III & Michael Sullivan) > Trigonometry (7th Ed., Michael Sullivan) > Trigonometry (8th Ed., Michael Sullivan) > Trigonometry Enhanced with Graphing Utilities (4th Ed., Michael > Sullivan III & Michael Sullivan) > Precalculus (8th Ed., Michael Sullivan) > Precalculus (3rd Ed., Robert F. Blitzer) > Precalculus Essentials (2nd Ed., Robert F. Blitzer) > Precalculus: Concepts Through Functions, A Unit Circle Approach to > Trigonometry (Michael Sullivan III & Michael Sullivan) > Precalculus Enhanced with Graphing Utilities (4th Ed., Michael > Sullivan III & Michael Sullivan) > Precalculus Essentials: Enhanced with Graphing Utilities (4th Ed., > Michael Sullivan III & Michael Sullivan) > Thinking Mathematically (4th Ed., Robert F. Blitzer) > Excursions in Modern Mathematics (5th Ed., Peter Tannenbaum) > Excursions In Modern Mathematics with Mini-Excursions (6th Ed., Peter > Tannenbaum) > Quantitive Reasoning & the Environment (Greg Langkamp & Joseph Hull) > Fundamentals of Mathematics (10th Ed., William M Setek & Michael A > Gallo) > Learning Math in Elementary and Middle School & IMAP Package (4th Ed., > George Cathcart, Yvonne M. Pothier, James H. Vance & Nadine S. Bezuk) > Understanding the Math You Teach: Content and Methods for > Prekindergarten Through Grade 4 (Anita C. Burris) > Algebra Connections (Ira J. Papick & UMO University of Missouri) > Calculus Connections (Asma Harcharras, Dorina Mitrea) > Data Analysis and Probability Connections: Mathematics for Middle > School Teachers (Debra A. Perkowski & Michael Perkowski) > Geometry Connections (John K. Beem) > Elementary Math Modeling Updated (2nd Ed., Mary Ellen Davis & C. Henry > Edwards) > Additional Calculus Topics (11th Ed., Raymond Barnett, Michael Ziegler > & Karl Byleen) > Finite Math and Its Application (9th Ed., Larry J Goldstein, David I > Schneider & Martha J. Siegel) > Introductory Mathematical Analysis for Business, Economics and the > Life and social Sciences (11th Ed., Ernest F Haeussler, Richard S. > Paul & R.J. Wood) > Introductory Mathematical Analysis for Business, Economics and the > Life and Social Sciences (12th Ed., Ernest F Haeussler, Richard S. > Paul & R.J. Wood) > Additional Calculus Topics (9th Ed., Raymond A. Barnett, Michael R. > Ziegler & Karl E. Byleen) > College Mathematics for Business, Economics, Life Sciences and Social > Sciences (10th Ed., Raymond A. Barnett, Michael R. Ziegler & Karl E. > Byleen) > Brief Calculus and Its Applications (11th Ed., Larry J Goldstein, > David I Schneider, David I. Lay & Nakhle Asmar) > Calculus and its Applications (11th Ed., Larry J Goldstein, David I > Schneider, David I. Lay & Nakhle Asmar) > Calculus for Business, Economics, Life Sciences and Social Sciences > (10th Ed., Raymond A. Barnett, Michael R. Ziegler & Karl E. Byleen) > Calculus, Early Transcendentals (6th Ed., C. Henry Edwards & David E. > Penney) > Calculus, Early Transcendentals (7th Ed., C. Henry Edwards & David E. > Penney) > Calculus (9th Ed., Dale Varberg, Edwin Purcell & Steve Rigdon) > Calculus Early Transcendentals (Dale Varberg, Edwin Purcell & Steve > Rigdon) > Calculus (3rd Ed., Monty J. Strauss, Gerald L. Bradley & Karl J. > Smith) > Calculus (6th Ed., Henry Edwards & David E. Penney) > Single Variable Calculus (3rd Ed., Monty J. Strauss, Gerald L. Bradley > & Karl J. Smith) > Vector Calculus (3rd Ed., Susan J. Colley) > Applied Linear Algebra (Peter J. Olver & Cheri Shakiban) > Introductory Linear Algebra: An Applied First Course (8th Ed., Bernard > Kolman & David R. Hill) > Differential Equations and Linear Algebra (2nd Ed., Jerry Farlow, > James E. Hall, Jean Marie McDill & Beverly H. West) > Differential Equations and Linear Algebra (2nd Ed., C. Henry Edwards & > David E. Penney) > Differential Equations (2nd Ed., John Polking, Al Boggess & David > Arnold) > Differential Equations with Boundary Value Problems (2nd ed., John > Polking, Al Boggess & David Arnold) > Discrete Mathematics with Graph Theory (3rd Ed., Edgar G. Goodaire & > Michael M. Parmenter) > Discrete Mathematics (6th Ed., Richard Johnsonbaugh) > Essential Discrete Mathematics (Todd Feil & Joan Krone) - Physics > Applied Quantum Mechanics (1st Ed., A. F. J. Levi) + Ebook > Applied Quantum Mechanics (2nd Ed., A. F. J. Levi) > Astronomy A Physical Perspective (2nd Ed., Marc L. Kutner) + Ebook > Classical Mechanics (Douglas Gregory) + Ebook > Electromagnetic Field Theory Fundamentals (2nd Ed., Singh Guru & > Hiziroglu) > Fundamentals of Quantum Mechanics (C.L. Tang) + Ebook > Special Relativity (P.M. Schwarz & J.H. Schwarz) > Statistical Thermodynamics (Normand Laurendeau) > Statistical Thermodynamics and Microscale Thermophysics (Van P. Carey) > Thermal Physics (Ralph Baierlein) > Topics in Atomic Physics (Charles E. Burkhardt, Jacob J. Leventhal) > Applied Physics (8th Ed., Dale Ewen, Ronald Nelson, Neill Schurter & > Erik Gundersen) > Orbital Mechanics for Engineering Students (Howard Curtis) > Diagnostic Ultrasound Imaging: Inside Out (Thomas Szabo) > Fundamentals of Electromagnetics with Engineering Applications > (Wentworth) - Civil Engineering : > Fundamentals of Structural Analysis, (2nd Ed., Leet & Uang) > Fundamentals of Structural Analysis, (3rd Ed., Leet & Uang) > Structural and Stress Analysis (2nd Ed., Megson) + Ebook > Statics and Strength of Materials for Architecture and Building > Construction (3rd Ed., Onouye & Kane) > Open Channel Hydraulics (A. Osman Akan) > Fundamentals of Structural Stability (George Simitses & Dewey Hodges) > Introduction to Naval Architecture : Formerly Muckle's Naval > Architecture for Marine Engineers (4th Ed., E C Tupper) > The Management of Construction: A Project Lifecycle Approach (F. > Lawrence Bennett) > Advanced Topics in Finite Element Analysis of Structures: With > Mathematica and MATLAB Computations (Asghar Bhatti) > Elementary Structures for Architects and Builders (5th Ed., Ronald E. > Shaeffer) > Surveying with Construction Applications (6th Ed., Barry F. Kavanagh) > Structural Analysis (6th Ed., Hibbeler) > Dynamics of Structures (3rd Ed., Chopra) > Reinforced Concrete: Mechanics and Design (4th Ed., James G. MacGregor > & James K. Wight) > Concrete Structures (Mehdi Setareh & Robert M. Darvas) > Reinforced Concrete Design (6th Ed., George F. Limbrunner & Abi > Aghayere) > Structural Steel Design (4th Ed., Jack C. McCormac) > Soils and Foundations (7th Ed., Liu & Evett) > Essentials of Soil Mechanics and Foundations: Basic Geotechnics (7th > Ed., David F. McCarthy) > Building Construction: Principles, Materials, and Systems (Madan > Mehta, Diane Armpriest & Walter Scarborough) > Construction Methods and Management (7th Ed., Stephens W. Nunnally) > Construction Project Administration (8th Ed., Ed Fisk Wayne Reynolds) > Construction Accounting and Financial Management (Steven J. Peterson) > Cost Analysis and Estimating for Engineering and Management (Phillip > F. Ostwald & Timothy S. McLaren) > Construction Estimating Using Excel (Stephen J. Peterson) - Environmental Engineering, Earth and Environmental Sciences : > Introduction to Engineering and the Environment (1st Ed., Edward S. > Rubin) > Small and Decentralized Wastewater Management Systems (1st Ed, Crites > & Tchobanoglous) > Water Resources Engineering (R. Wurbs, W. James) > Principles of Sequence Stratigraphy (Octavian Catuneanu) > Atmospheric Science: An Introductory Survey (2nd Ed., John Wallace, > Peter Hobbs) > Plant Pathology (5th Ed., George Agrios) > Environmental Engineering (4th Ed., Ruth F Weiner & Robin Matthews) > Groundwater Science (Charles Fitts) > Agriculture's Ethical Horizon (Robert Zimdahl) > Environmental Contaminants: Assessment and Control (Daniel Vallero) > Water Resources Engineering (Larry W. Mays) > Water-Resources Engineering (2nd Ed., Chin) - Chemistry and Chemical Engineering : > Mass Transfer Operations (3rd Ed., Treybal) > Mass Transfer in Multicomponent Mixtures (J.A. Wesseling & R. Krishna) > + Ebook > Diffusion - Mass Transfer in Fluid Systems (2nd Ed., Cussler) > Separation Process Principles (1st Ed, Seader & Henley) > Separation Process Principles (2nd Ed., Seader & Henley) > Equilibrium Staged Separations (Wankat) > Principles of Chemical Separations with Environmental Applications > (Richard D. Noble) > Product and Process Design Principles: Synthesis, Analysis, and > Evaluation (2nd Ed., Seider & Seader) + Ebook > Principles and Practices of Automatic Process Control (3rd Ed., Smith > & Corripio) + Ebook > Process Dynamics and Control (2nd Ed., Seborg & Edgard) > Process Control - A First Course with MATLAB (P.C. Chau) + Ebook > Process Dynamics: Modeling, Analysis and Simulation (Wayne Bequette) > Plant Design and Economics for Chemical Engineers, (5th Ed., Peters & > Timmerhaus) + Ebook > Basic Principles and Calculations in Chemical Engineering (6th Ed., > Himmelblau) > Basic Principles and Calculations in Chemical Engineering (7th Ed., > Himmelblau) > Unit Operations of Chemical Engineering (6th Ed., McCabe & Smith) > Unit Operations of Chemical Engineering (7th Ed., McCabe & Smith) > Introduction to Transport Phenomena (W. Thomson) > Transport Phenomena in Multiphase Systems (Faghri & Zhang) > Modeling in Transport Phenomena: A Conceptual Approach (2nd Ed., > Ismail Tosun) + Ebook > Transport Phenomena (2n Ed., Bird & Stewart) + Ebook > Solutions to Class 1&2 - Transport Phenomena (Bird) > Chemical Engineering Design (Coulson & Richardson's Chemical > Engineering - Volume 6) - (4th Ed., Sinnott) + Ebook > Chemical Engineering Design and Analysis - An Introduction (Duncan & > Reimer) > Chemical Reaction Engineering (3rd Ed., Levenspiel) + Ebook > Chemical Reactor Analysis and Design Fundamentals (Rawlings & Ekerdt) > + Ebook > Fundamentals of Chemical Reaction Engineering (1st Ed., Davis) > Conceptual Design of Distillation Systems (1st Ed., Doherty & Malone) > Distillation Theory and its Application to Optimal Design of > Separation Units (F.B. Petlyuk) + Ebook > Batch Distillation: Simulation, Optional Design and Control (Diwekar) > + Ebook > Fluid Mechanics for Chemical Engineers, (3rd Ed., Noel de Nevers) > Introduction to Chemical Processes: Principles, Analysis, Synthesis > (1st Ed., Regina æM. Murphy) > Optimization of Chemical Processes (2nd Ed., Edgar & Himmelblau) > Chemical and Engineering Thermodynamics (3rd Ed., Stanley I. Sandler) > Chemical, Biochemical, and Engineering Thermodynamics (4th Ed., > Stanley I. Sandler) > Introduction to Chemical Engineering Thermodynamics (6th Ed., Smith & > Van Ness) > Introduction to Chemical Engineering Thermodynamics (7th Ed., Smith & > Van Ness) > Introductory Chemical Engineering Thermodynamics (J. Elliott, C. Lira) > Engineering and Chemical Thermodynamics (Koretsky) > Phase Equilibria, Phase Diagrams and Phase Transformations - Their > Thermodynamic Basis (2nd Ed., Mats Hillert) > Introduction to Chemical Kinetics and Chemical Reaction Engineering > (Missen, Mims) + Ebook > Transport Processes and Unit Operations (3rd Ed., Christie J. > Geankoplis) > Transport Processes and Separation Process Principles (4th Ed., > Christie J. Geankoplis) > Elementary Principles of Chemical Processes (3rd Ed., Felder & > Rousseau) + Ebook > Chemical Process Safety: Fundamentals with Applications (2nd Ed., > Crowl & Louvar) + Ebook > Elements of Chemical Reaction Engineering (3rd Ed., Fogler) > Elements of Chemical Reaction Engineering (4th Ed., Fogler) > Group Theory with Applications in Chemical Physics (Patrick Jacobs) > Food Analysis (3rd Ed., Suzanne Nielsen) - Industrial Engineering : > Contemporary Engineering Economics (4th Ed., Chan Park) > Managing Engineering and Technology (4th, Morse & Babcock) > Quality (4th Ed., Summers) > Quality Management (5th Ed., Goetsch & Davis) > Quality: A Corporate Force, Managing for Excellence (C. Harold Aikens) > Work Systems: The Methods, Measurement & Management of Work (Mikell P. > Groover) > Occupational Safety and Health for Technologists, Engineers, and > Managers (5th Ed., Goetsch) > Occupational Safety and Health for Technologists, Engineers, and > Managers (6th Ed., Goetsch) > Introduction to Engineering Technology (6th Ed., Robert J. Pond) > Manufacturing Facilities Design and Material Handling (3rd Ed., Meyers > & Stephens) > Fundamentals of Forensic Science (Max Houck & Jay Siegel) > Introduction to Optimum Design (2nd Ed., Jasbir Arora) > Project Management for Business and Engineering : Principles and > Practice (2nd Ed., John Nicholas) > ISO 9001:2000 Quality Registration Step-by-Step (3rd Ed., Fred Dobb) > Systems for Planning and Control in Manufacturing (D. K. Harrison & D. > J. Petty) > Planning and Control of Manufacturing Operations (John Kenworthy) > Professionalism: Real Skills for Workplace Success (Anderson & Bolt) > Customer Service: Career Success Through Customer Loyalty (4th Ed., > Timm) > Customer Service: A Practical Approach (3rd Ed., Harris) > Customer Service: A Practical Approach (4th Ed., Harris) > Serving Internal and External Customers (Anne Swartzlander) > Customer Relationship Management: The Bottom Line to Optimizing Your > ROI (Anton & Petouhoff) > Engineering Economy and the Decision-Making Process (Joseph C. > Hartman) > Engineering Management: Challenges in the New Millennium (C M Chang) > Cost Analysis and Estimating for Engineering and Management (Phillip > F. Ostwald & Timothy S. McLaren) > Supply Chain Management (3rd Ed., Sunil Chopra & Peter Meindl) > Industrial Safety and Health Management (5th Ed., C. Ray Asfahl) > Computer Numerical Control: Operation and Programming (3rd Ed., Jon S. > Stenerson & Kelly Curran) > Introduction to Management Science and Student CD Package (8th Ed., > Bernard W. Taylor) > Introduction to Management Science with Student CD (9th Ed., Bernard > W. Taylor) > Operations Research: An Introduction (8th Ed., Taha) > Decision Support Systems and Intelligent Systems (7th Ed., Turban, > Aronson, Ting-Peng Liang) > Decision Support and Business Intelligence Systems (8th Ed., Turban, > Aronson, Ting-Peng Liang & Sharda) > Operations Management and Student CD Package (7th Ed., Krajewski, > Ritzman) > Operations Management: Process and Value Chains (8th Ed., Krajewski, > Ritzman & Malhotra) > Operations Management (8th Ed., Jay Heizer & Render) > Introduction to Operations and Supply Chain Management with Advanced > Decision Support Tools (Cecil Bozarth) > Managing Business Process Flows: Principles of Operations Management > (2nd Ed., Anupind, Chopra, Deshmukh, et al) > Operations Management & Student CD Package (8th Ed., Heizer & Render) > Principles Of Operations Management and Student CD (6th Ed., Heizer & > Render) > Foundations of Operations Management (Ritzman & Krajewski) > Decision Modeling with Microsoft¬ Excel (6th Ed., Moore & Weatherford) > Managing Quality: Integrating The Supply Chain (3rd Ed., S. Thomas > Foster) > Six Sigma: Basic Tools and Techniques (Donna C.S. Summers) > First Course in Quality Engineering (KS Krishnamoorthi) > Statistical Quality Design and Control (2nd Ed., DeVor, Chang & > Sutherland) - Materials Engineering : > Foundations of Materials Science and Engineering (4th Ed, Smith) > Plastics: Materials and Processing (3rd Ed., Strong) > Engineering Materials: Properties and Selection (8th Ed., Budinski) > Introduction to Materials Science for Engineers (6th Ed., Shackelford) > Materials: Engineering, Science, Processing and Design (Michael Ashby, > Dr Hugh Shercliff & David Cebon) > Principles of Corrosion Engineering and Corrosion Control (Zaki Ahmad) > Basic Engineering Plasticity: An Introduction with Engineering and > Manufacturing Applications (David Rees) > Steels: Microstructure and Properties (3rd Ed. Bhadeshia & Honeycombe) > Theory of Plasticity (3rd Ed. Jagabanduhu Chakrabarty) > Engineering Materials Vol. 1 : An Introduction to Properties, > Applications and Design æ(3rd Ed., Michael Ashby & David R H Jones) > Engineering Materials Vol. 2 : An Introduction to Microstructures, > Processing and Design (3rd Ed., Michael Ashby & David R H Jones) > Plastics: Microstructure and Engineering Applications (3rd Ed., Nigel > Mills) > Laser Processing of Engineering Materials : Principles, Procedure and > Industrial Application (John Ion) > Sintering : Densification, Grain Growth and Microstructure (Suk-Joong > Kang) > Biomaterials Science : An Introduction to Materials in Medicine (2nd > Ed., Buddy D. 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