Senin, 30 April 2012

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  • Binding: Paperback

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Minggu, 29 April 2012

[E206.Ebook] Ebook Social Marketing: Influencing Behaviors for Good

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Social Marketing: Influencing Behaviors for Good

  • Published on: 1800
  • Binding: Paperback

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[R468.Ebook] Ebook Le Morte Darthur : The Winchester Manuscript (Oxford World's Classics), by Thomas Malory, Helen Cooper

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Le Morte Darthur : The Winchester Manuscript (Oxford World's Classics), by Thomas Malory, Helen Cooper

The greatest English version of the stories of King Arthur, Le Morte Darthur was completed in 1469-70 by Sir Thomas Malory, `knight prisoner'.

This generously annotated edition, in a new abridgement by Helen Cooper based on the Winchester manuscript, represents what Malory wrote more closely than the first version printed by William Caxton. - ;The definitive English version of the stories of King Arthur, Le Morte Darthur was completed in 1469-70 by Sir Thomas Malory, `knight-prisoner'. In a resonant prose style, Malory charts the tragic disintegration of the fellowship of the Round Table, destroyed from within by warring factions. Recounting the life of King Arthur, the knightly exploits of Sir Lancelot du Lake, Sir Tristram, Sir Gawain, and the quest for the Holy Grail, Le Morte Darthur depicts the
contradictions that underscore the Fellowship's chivalric ideals. A pervading tension cumulates in the revelation of Lancelot and Guenivere's illicit passion, and in Arthur's powerlessness to prevent a related outbreak of violence and revenge.

This generously annotated edition is based on the authoritative Winchester manuscript and represents what Malory wrote more closely than the first version printed by William Caxton. Intelligently abridged from the original to make a single substantial volume, the translation is supplemented by a fine Introduction, a Glossary, and extensive Notes -

  • Sales Rank: #209482 in eBooks
  • Published on: 1998-03-05
  • Released on: 1998-03-05
  • Format: Kindle eBook

Language Notes
Text: English (translation)

About the Author
Scholars have determined that there were at least six Thomas Malorys alive in the 1400s when Le Morte d'Arthur was written. Considerable evidence points to the likeliest author as one Sir Thomas Malory or Maleore of Newbold Revell in Warwickshire, who was born in the first quarter of the fifteenth century. A member of the gentry, he became a soldier in the service of Richard Beauchamp, Earl of Warwick, with whom he fought in the siege of Calais in 1436. In records of the period he is accused of various crimes--including armed robbery, attempted murder, and rape--and he is said to have executed several dramatic escapes from prison.
Several things about Malory seem indisputable. As in Arthur's time when post-Roman Britain was in a state of fierce tribal war, he lived in an age of great unrest. Europe was still recovering from the Black Plague and a century of war. In England, two powerful families fought for the throne. Although he may have been a scoundrel, Malory was also, it seems clear, a man of ideals who believed in courage and loyalty, and who mourned the passing of chivalry. Incarcerated for long periods, he had many hours to fill his imagination with French romances and tales of chivalry, volumes of which were readily at hand. It is thought that Le Morte d'Arthur was written during his imprisonment.
Malory referred to himself as a 'knight-prisoner.' With a military man's passion for the details of conquest, a prisoner's sense of injustice, and a penitent's desire for redemption, he dedicated himself wholeheartedly to this retelling of the Arthurian legends. Sir Thomas Malory died, it is presumed, around 1471.

Helen Cooper is Professor of Medieval and Renaissance English at the University of Cambridge. Beginning with her Pastoral: Mediaeval into Renaissance (1978), she has published extensively across the periods, most recently with The English Romance in Time: Transforming Motifs from Geoffrey of Monmouth to the Death of Shakespeare (2004) and Shakespeare and the Medieval World (2010).

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32 of 32 people found the following review helpful.
Review of the Winchester Manuscript from Oxford World Classics
By DDC
This is a review of Le Morte D'Arthur: The Winchester Manuscript (Oxford World's Classics). I haven't read numerous other editions, so I can't compare this, but what I can say is that you'll be a richer person for reading this book. I don't claim that it will be easy, as significant amounts of historical English permeate the text. After a little while, though, your brain will switch over and it will be easier. There are a tremendous number of endnotes to help the reader along and a table of translations that also comes in handy.

Months after reading this I still find myself recalling the characters and stories. If you've never read it, this is as good an edition as any and I truly am happy I read this book.

Update: I now have this book in both paperback and kindle versions. The kindle version is very nice, with the included glossary and appropriate footnotes. Plus, the kindle on-board dictionary knows a ton of the more old-fashioned words, which should help you out a lot. I love having it on kindle, as I enjoy rereading some of the tales. I highly recommend this version.

22 of 23 people found the following review helpful.
Le Morte Darthur: Winchester edition
By Katie O.
The Oxford World's Classics edition of Sir Thomas Malory's Le Morte Darthur is a superb text for students and the casually curious reader alike. It is the first publication of Le Morte Darthur based on the Winchester Manuscript designed for the general reader; more prominent are the editions which are compilations of Caxton's print version.
Editor Helen Cooper does a wonderful job of tackling the problem of presenting a coherent and comprehensive version of a medieval text for a twentieth century audience. Although this rendition of Le Morte Darthur is slightly abridged, it still retains its original charm. The preservation of a good deal of the vernacular in the text and the convenient glossary and footnotes really help to define the medieval setting of the story. The actual story of the life of King Arthur is most enjoyable as well, especially now that Cooper's introduction and explanatory notes enhance it. Malory's expos� of the Arthurian legend is lively enough that one can easily read this book for pleasure - the story-line and plot are more cleverly developed than, say, Geoffrey of Monmouth's History of the Kings of Britain, which seems to present itself as a chronology of dubious events. In her introduction, Cooper provides a bit of a factual background for Malory and explains many of his subtle allusions intended for his contemporary medieval audience, all of which adds to the reader's understanding of Le Morte Darthur in the context of the fifteenth century. Scholarly readers may also find Cooper's annotated bibliography quite useful.

19 of 21 people found the following review helpful.
An Excellent Piece of Arthurian Literature
By Andy Ochs
Sir Thomas Malory's rendition of the Arthurian legend, Le Morte Darthur, is one of the most complete, clear, and enjoyable versions of the story. Malory combines aspects of Arthurian stories found in other works into one complete volume. Le Morte Darthur gives the reader a taste of the romance, as found in lais of Marie de France, as well as the battles and gallantry found in Geoffrey of Monmouth's The History of the Kings of Britain. This edition, based on the Winchester Manuscript and edited by Helen Cooper, combines the battles and romances into a cohesive and enjoyable story which encompasses the stores of Merlin, the quest for the grail, the story of Tristan, and Lancelot and Guenivere.

Malory wrote his story in the late 15th century, and while it was in English, the spelling would be hardly distinguishable to the modern reader. Cooper has edited the text for clarity, but its character is left intact by Cooper's refusal to change words. Included in the book is a table of words that are not commonly used, or appear to mean something other than their intention. This takes some getting used to, but once they sink in, the reader will be appreciative because this language gives the book flair and one does not feel like he or she is reading a modern text. In other Arthurian literature that has been translated from Anglo-Norman, French, or English, much of the original writers craft has been lost, and poetry has become prose. In Cooper's edition of Le Morte Darthur Malory's original work is better represented, and provides a more enjoyable story.

Malory's combination of romance and battle, and the breadth of his story give the reader a lot of material to peruse. The story covers almost every area of the Arthurian legend, and Cooper has edited it in a style so as to keep the Old English feel. This makes Le Morte Darthur the most complete and enjoyable piece of Arthurian literature available.

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Sabtu, 28 April 2012

[G249.Ebook] Download PDF Geometry of Differential Forms (Translations of Mathematical Monographs, Vol. 201), by Shigeyuki Morita

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Geometry of Differential Forms (Translations of Mathematical Monographs, Vol. 201), by Shigeyuki Morita

Since the times of Gauss, Riemann, and Poincar�, one of the principal goals of the study of manifolds has been to relate local analytic properties of a manifold with its global topological properties. Among the high points on this route are the Gauss-Bonnet formula, the de Rham complex, and the Hodge theorem; these results show, in particular, that the central tool in reaching the main goal of global analysis is the theory of differential forms.

The book by Morita is a comprehensive introduction to differential forms. It begins with a quick introduction to the notion of differentiable manifolds and then develops basic properties of differential forms as well as fundamental results concerning them, such as the de Rham and Frobenius theorems. The second half of the book is devoted to more advanced material, including Laplacians and harmonic forms on manifolds, the concepts of vector bundles and fiber bundles, and the theory of characteristic classes. Among the less traditional topics treated is a detailed description of the Chern-Weil theory.

The book can serve as a textbook for undergraduate students and for graduate students in geometry.

  • Sales Rank: #543328 in Books
  • Brand: Brand: American Mathematical Society
  • Published on: 2001-08-28
  • Original language: English
  • Dimensions: 8.50" h x 5.50" w x 1.00" l, .90 pounds
  • Binding: Paperback
  • 321 pages
Features
  • Used Book in Good Condition

Language Notes
Text: English (translation)
Original Language: Japanese

Most helpful customer reviews

43 of 45 people found the following review helpful.
A very good book.
By Gargantua
This is probably the most clearly written self-contained book on the basics of differential geometry. The author does a great job explaining the ideas behind purely mathematical 'dry' constructions. On the other hand, everything is defined correctly and precisely. A very readable and useful book with the perfect combination of formal math. and intuition. I would recommend it to students in theoretical physics area, together with the Nakahara's fantastic book.

29 of 30 people found the following review helpful.
Self contained introduction to techniques of classifying manifolds.
By Rehan Dost
This text is phenomenally easy to read and well organized. The author starts you on a journey by first explaining the importance and power of classifying manifolds namely by certain invariants preserved by certain mappings ( diffeomorphisms ).

For example, like Euler, we could count the number of holes in the surface and using this combinatorial method we are led to homology theory.

Or like Gauss, we could use a differentiation and integration to come up with the idea of curvature as an intrinsic feature of the surface.

Modern approaches use differential forms to represent homology and cohomoly groups.

The author also deals with fibre bundles demonstrating their importance in analyzing manifolds specifically how the number of fibre bundles possible with given Lie groups as structure groups over the manifold can be answered by characteristic classes such as the Chern and Pontrjagin classes. The use of differential forms is indispensible.

Perhaps the most satisfying aspect of this book is that it clarifies the notions of connection, connection form, curvature, curvature form for manifolds and fibre bundles.

There are plenty of exercises to boot.

2 of 2 people found the following review helpful.
Wonderful book!
By Ricardo Avila
This must be surely one of the bests if not the best introduction into the world of differential geometry (and some aspects of algebraic topology) that has been written. The author does a marvelous job of teaching and explaining the concepts for an audience that goes from mathematicians to physicists. As another reviewer pointed out it is a mathematical text but written with enough informality at some places which eases the lecture of the whole material, providing further insight and even some historical notes (like for example the fact that Ehresmann made the last contribution to date in the definition of a connection in fiber bundles). Among the things that I like to point out are that with this book I finally understood the concept of paracompactness, the support of a function, the concept of a partition of unity, etc. The clarity in the presentation of material is throughout cristal clear, I found no better place for the definition of a manifold for example or the demonstration of Stoke's theorem. Also it gives the best motivation for the equation of a geodesic, i.e. that the covariant derivative of its tangent vector must vanish, this is motivated from the case of a surface embedded in R^3, where it is explained that geodesics in the surface are the ones whose accelerator vector are normal to the surface which means that the derivative of its velocity vector tangential to the surface is zero, so the covariant derivative equal zero for the tangent vector (the velocity vector) is the generalization of this situation for a general manifold which may not be embedded in a higher dimensional space. I also like the discussion or presentation if you like of the Riemann curvature tensor. Finally I would like to comment another spot which I am very grateful to the author and is that with this book I finally saw why the connection defined in fiber bundles is a matrix which I found helped me to see that it is a Lie algebra valued function. I proceed now to briefly describe the contents of the book. The first chapter is about manifolds, where it gives the definition, examples and then goes to define functions and vector fields on them. The second chapter is concerned with differential forms, it gives all you need ending with Frobenius theorem both in the vector and differential forms case. The third chapter introduces Homology (simplicial and singular) and then the de Ram and Cech Cohomology. Chapter four is about Hodge theory for the Laplacian and Harmonic forms and finally chapter five and six are about Vector bundles and fiber bundles and Characteristics Classes which are nothing else than global invariant forms (polynomials of the curvature) which by their properties are useful in the topology and classification of the bundles.
All in all, a wonderful book, but a word of caution, beware, reading to much of this book may make you fall in love with it!...so my advice, buy it you will be making a full worth investment, only take care of not making your girlfriend jealous by giving to much time to it despite of her!

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Kamis, 26 April 2012

[E848.Ebook] PDF Download La isla de los hombres solos (Spanish Edition), by Jose Leon Sanchez

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La isla de los hombres solos (Spanish Edition), by Jose Leon Sanchez

  • Sales Rank: #1668602 in Books
  • Published on: 2007-10-26
  • Original language: Spanish
  • Number of items: 1
  • Dimensions: 7.50" h x 5.00" w x .75" l, .48 pounds
  • Binding: Paperback
  • 273 pages

Most helpful customer reviews

1 of 2 people found the following review helpful.
fabuloso
By cat
the story is amazing,i love it.yo recomiendo este libro te mantiene imaginando o como era la vida del protagonista en ese horrible lugar.

0 of 0 people found the following review helpful.
Great book, highly recommended
By Mario
I finally get to read this in the language it was first published in. Great book, highly recommended.

0 of 0 people found the following review helpful.
For lesson
By Yonda Schwarz
I had read it before but somehow in the move had lost my copy. It is a great and interesting book.

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Sabtu, 21 April 2012

[Z614.Ebook] Fee Download Electromagnetic Field Theory and Transmission Lines, by G. S. N. Raju

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Electromagnetic Field Theory and Transmission Lines is ideal for a single semester, first course on Electromagnetic Field Theory (EMFT) at the undergraduate level. This book uses diagrammatic representations and real life examples to explain the fu

  • Sales Rank: #1710229 in eBooks
  • Published on: 2004-12-30
  • Released on: 2004-12-30
  • Format: Kindle eBook

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Kamis, 12 April 2012

[I433.Ebook] Get Free Ebook The Frank Gambale Technique, Bk 1: The Essential Soloing Theory Course for All Guitarists, Book & CD (Manhattan Music Publications), by Fr

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The essential soloing theory course for all guitarists from one of the most distinctive guitar players on the music scene today. The method is structured around six basic chordal types approached five ways. Book I covers the first four chordal types and includes a 60-minute recording.

  • Sales Rank: #465817 in Books
  • Brand: Manhattan Music
  • Model: 00-MMBK0002CD
  • Published on: 1993-12-01
  • Original language: English
  • Number of items: 1
  • Dimensions: 11.50" h x 8.75" w x .25" l,
  • Binding: Paperback
  • 88 pages
Features
  • ISBN13: 9780769248059
  • Condition: New
  • Notes: BRAND NEW FROM PUBLISHER! 100% Satisfaction Guarantee. Tracking provided on most orders. Buy with Confidence! Millions of books sold!

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11 of 11 people found the following review helpful.
A million ideas to improve your soloing
By campbellstuff
This is an excellent book for anyone who is serious about learning to play guitar. Although, I bought this book for $40 not $100+ as listed here. Gambale breaks everything down into chord types. Minor 7, major 7, unaltered dominant 7, altered dominant 7, minor 7 (b5), diminished. He attacks each chord type with several soloing approaches. He lists and gives examples of appropriate modes, arpeggios, pentatonics that can be used over that specific chord type. For example. When discussing a minor 7 chord he says there are two ways to look at it. You can look at it as a II chord or a VI chord. Say you are playing a dmin7. Dmin 7 is the II of C and the VI of F. So in this case you can use D Dorian or Aeolian. He also says that if you treat Dmin7 as the second of C you can use. Dmin, Emin, Amin blues/pentatonic scales over the Dmin7. Since the minor chords are II, III, and VI in any major scale. You can also approach soloing using arpeggios from cmaj over the Dmin and you can play these in fourths to get a more interesting sound, rather than just running up or down arpeggios. He has gone through all of that by page 8 and there is about 80 pages in the book. So basically, there is a huge wealth of knowlege in this book and it is an excellent way for a guitarist to get away from moving to the trusty pentatonic scales as soon as its time to solo. This book also comes with a Cd containing samples of each excercise as well as a couple short songs that Gambale has put together. Im not a big fan of the effects he uses while playing the excercises, but it doesn't really take anything away from the learning experience. If you can get a chance to get a hold of this book you should give it a chance, but know that it will take some serious time and experimentation to make these theoretical ideas come out of your guitar as music. They cant really be charging $107 for this, can they? Keep your eyes open and you should be able to find this book for around $40.

5 of 6 people found the following review helpful.
An Exposition of Improvisational Elements - Book I & II
By Al
Both Frank Gambale Technique Book I & II are essentially studies of five different improvisational approaches to tackle a particular chord type, namely: scale, pentatonics, arpeggios, triads, intervals. As such, Frank presents a wide range of harmonic possibilities on improvisation, based upon which the intelligent student can construct meaningful solos when these music elements are internalized.

Note that in those two books there is a large amount of materials to digest, however a solid understanding of these materials is fundamental to jazz improvisation. The aspiring guitarist is urged to seek ways, from other sources, to build lines once these improvisational elements are digested. Recommended for a core course of improvisation.

5 of 6 people found the following review helpful.
This book is golden
By Douglas J. Cameron
The earlier reviewer pretty much covers what the material is about, I just want to add that its just a power packed book. Its not about riffs or scales or modes - its about entire frameworks you can use for improvisation. The material is dense, it is NOT for beginners, but if you know a little about guitar and theory, this thing is incredibly valuable.

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Selasa, 10 April 2012

[F483.Ebook] Ebook Pharmaceutical StatisticsFrom Brand: Pharmaceutical Pr

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Written specifically for pharmacy students, this book explains basic statistics. It contains chapters on basic concepts such as types of data, graphical representation of data, distribution and standard deviation. More advanced statistical techniques, such as ANOVA, are also discussed.

  • Sales Rank: #2995567 in Books
  • Brand: Brand: Pharmaceutical Pr
  • Published on: 2002-06
  • Original language: English
  • Number of items: 1
  • Dimensions: 9.00" h x 6.25" w x 1.25" l, 1.10 pounds
  • Binding: Paperback
  • 608 pages
Features
  • Used Book in Good Condition

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3 of 3 people found the following review helpful.
While Jones might be the best, no single statistics book is adequate for all common formulas.
By Tom Brody
Pharmaceutical Statistics (2008) by David Jones is 586 pages long and printed on high quality semi-glossy paper. The book excels in that it tends to disclose the theory behind the equations, rather than just the equations alone, and in that it provides a representative number of examples for each equation. A particular virtue of David Jones' book is that, in providing an example, it expressly discloses each step or operation that is used to solve the problem. In contrast, some statistics books just present the equations with no examples at all, or with only one example.

In buying this book, I was specifically interested in understanding standard deviations, the Z statistic, the t statistic, p values, confidence intervals, alpha values, hazard ratios, Wilcoxon rank sum test, critical values, sample size and power calculations, hazard ratios, logrank statistics, and survival curves (Kaplan-Meier curves).

In setting out to understand these equations, I also bought and read:
(1) Dawson and Trapp (2004) Basic & Clinical Biostatistics (Lange Series);
(2) Durham and Turner (2008) Introduction to Statistics in Pharmaceutical Clinical Trials;
(3) Kirkwood and Sterne (2003) Medical Statistics; and
(4) Motulsky (1995) Intuitive Biostatistics. In my opinion, Motulsky leaves the reader in a free-fall. On occasion, Motulsky provides some insight or guidance on using the various equations. But I would not recommend that any novice interested in statistics look first to Motulsky.
(5) Bart J. Harvey (2009) Statistics for Medical Writers and Editors. This short book is the best for understanding Standard Deviations. Harvey also has very good introductory material. The book's test questions might seem elementary, but they do establish some subtle but basic concepts. Harvey does not get much beyond SDs, and there is almost nothing about the t test or about p values.
(6) Rosner. Fundamentals of Statistics.

Providing that you have all three of these books -- Jones, Kirkwood, and Lange, it is possible to learn statistics for clinical trials. Jones is good in that it has more examples for solving. But Kirkwood is stronger on formulas for clinical trials.

KAPLAN-MEIER PLOTS. Jones fails to disclose Kaplan-Meier curves. For this topic, I refer the reader to the excellent discussion in Dawson & Turner. Kirkwood (pages 272-286) also discloses survival curves. But Lange (pages 221-244)is by far the best for this topic.

Z STATISTIC CALCULATION SCHEMES. First, plug in the population mean, SD of population, and sample mean, into the equation for Z, and arrive at a value for Z. (pages 102-105). Now, with a value for Z in hand, plug this value of Z into Appendix One (left-most column). When Z is plugged into Appendix One, you arrive at a value for probability (located in an inner column). This propability will be the likelihood of acquiring a value for that particular sample mean. The probability may be high, e.g., 0.80, or it might be low, e.g., 0.01. To repeat, the result is a probability value.

The author then discloses the reverse calculation scheme (pages 107-121). First, choose a probability value, for example, alpha = 0.10. Then, go to Appendix One until you get to a value in a column (an interior column). Then, look leftwards, and let your eyes find a home in the left-most column. At this point, you will find a value for Z. For example, Z = 1.28. Then, plug all the available information into the formula Z = (X - u) / sigma. The result will be a value for X, where X is a value for the sample mean that is taken to be a "critical value" or a "cut-off value." To repeat, the result is a "critical value."

What is confusing is that Jones fails to tell the reader that what is happening on pages 102-105 is a procedure going forwards, and that what is going on in pages 107-121 is the same procedure going backwards. That's all there is to it. What is also confusing is that Jones fails to tell us what to do about Z values that are negative. Appendix One of another book, Durham and Turner, is able to accomodate Z values that are positive, and also Z values that are negative. Even more confusing is that Table One of Jones has a massive error in it (page 556), which takes the form of a dramatic discontinuity in the numbers in the table.

CALCULATING Z. Jones is confusing on pages 87-94, 102-118, when he informs us that:

Z=[(sample mean)-(population mean)]/(SD of population)

This is confusing because another book, Rosner (page 244), informs us that:

Z=[(sample mean)-(population mean)]/[(SD of sample)/(square root of # of samples)]

Fortunately, we have Lange to turn to (pages 85-88 of Lange). Lange tells us that the first formula for Z is used when we are interested in individual observations, but that the second formula for Z is used when we are interested in the mean (and not in individual observations).

FORMULA for CONFIDENCE INTERVAL FOR SMALL SAMPLES. Pages 151-154 of Jones is equivalent to pages 53-55 of Kirkwood, for this simple formula. But Kirkwood's presentation of general information on Confidence Intervals (pages 50-53 of Kirkwood) is far superior to any presentation in Jones on this particular topic. Hence, I would recommend readers consult both Jones and Kirkwood for this formula.

WILCOXON SIGNED-RANK TEST. The Wilcoxon signed-rank test involves a simple transformation that any middle school student can perform, where the result is a T value (this is something separate from the t statistic). Following this simple transformation, the reader plugs the T value into a specialized formula for the Z statistic (pages 307-312 Jones). Jones is careful to provide some theory for the Wilcoxon signed rank test--the theory is that the Wilcoxon signed rank test needs to be used whenever the MEAN is a lot different from the MEDIAN (page 304 Jones) and that the Wilcoxon signed rank test is only used where one subject (given drug A) is compared with the same subject (given drug B or placebo).

For the Wilcoxon signed rank, I find that Jones is better than Lange. In Lange, the text provides an excellent description of how to do the Wilcoxon test, but the answer provided by Lange (-2.42), at least in my hands, should actually be another number (-1.947). Another problem with Lange is that Lange's parameters (mean & SD) shown on page 146 of Lange do not match up with the parameters given in Table 6.5 (page 146). Thus, for the Wilcoxon signed rank test I find Jones to be better than Lange.

SAMPLE SIZE AND POWER CALCULATIONS. Jones discloses sample size and power calculations on pages 172-179. The Jones narrative seems to come to a dead end on page 175, where delta is revealed as equaling 2.5 mL. But according to my calculations, delta should be 1.2 mL (50-48.8=1.2 mL). Lange (page 127) seems to lead to a dead end (since Lange fails to explain where the number -0.84 comes from). Kirkwood (pages 417-418) is the best of the books for sample size calculations, as Kirkwood provides a straightforward formula.

CONFUSING AND INCONSISTENT TERMINOLOGY IN STATISTICS BOOKS. In David Jones' book, the "the t statistic" is called "the t statistic." (page 153). But in Kirkwood, it is nowhere called "the t statistic," and instead it is called by three different terms: "t prime" (page 55), "percentage point of the t distribution with (n-1) degrees of freedom" (page 55), and "the t distribution" (page 55). In yet another book, Lange calls the "t statistic" not by "t statistic," but by the name, "critical value for the t distribution" (page 101 of Lange). Motulsky calls the "t statistic" "t asterisk" (page 41, Motulsky). A way out of this confusion, at least in part, is the fact that there are really TWO DIFFERENT NUMBERS. The first is that the "t statistic" is something calculated from the formula: t = (mean1 minus mean2) / (SD / square root of n) The second is that "critical value of the t statistic" is acquired by plugging two numbers (degrees of freedom, and predetermined probability value) into a table, and here no mathematics is used at all. To repeat, for the second of these TWO DIFFERENT NUMBERS, you do use any formula and no calculations are used.

DISORGANIZATION. A fault with all of the above statistics books is their gross disorganization (though Harvey's book is too small to be disorganized). The reader would have an easier time if the authors would devote one page to disclosing that statistics requires making ones way through this decision tree. There are four yes/no questions in this decision tree. These four yes/no questions are independent of each other:
(1) Are you interested in CI, or are you interested in hypothesis testing?
(2) Is your sample from a large group, e.g., 60 data points or more (then you should use Z statistic) or is your sample a small group, e.g., under 60 data points (then you use t statistic).
(3) Are you comparing one sample mean with a population mean? Or does your comparison involve a "paired measurement," that is, data from a STUDY DRUG GROUP and data from CONTROL GROUP, where you compare [sample mean#1 minus sample mean#2] with [population mean#1 minus population mean#2]?
(4) Does your experimental setup involved a 1-tailed experiment, or does your experimental setup involve a 2-tailed experiment?

Then, there are three additional decisions to make in the decision tree:

FIRST DECISION. If you are working with the t statistic, you can use it to acquire a P value (page 66, Kirkwood) or you can use it for comparing with the "critical value of the t statistic, for use in hypothesis testing (page 63, Kirkwood; page 140-141, Lange). To repeat, once you have a value for the "t statistic," you can use this value for two different purposes: (1) PLUG IT INTO A TABLE TO GET A P VALUE; or (2) COMPARE IT WITH THE CRITICAL VALUE OF THE t STATISTIC TO DO HYPOTHESIS TESTING.

SECOND DECISION. If you are working with the Z statistic, you can use it to acquire a P value (page 92, Jones), or you can use it to do hypothesis testing (pages 157-159 of Jones, page 244 of Rosner, page 141 of Lange). To repeat, once you have a value for the "Z statistic," you can use this value for two different purposes: (1) PLUG IT INTO A TABLE TO GET A P VALUE; or (2) COMPARE IT WITH THE CRITICAL VALUE OF THE NORMAL DISTRIBUTION TO DO HYPOTHESIS TESTING.

THIRD DECISION. If you are working with the Z statistic, you need to decide between two formulas. Z = [X-u]/[SD] (FIRST FORMULA); and Z = [X-u] / [(SD)/(square root of n)] (SECOND FORMULA).

The question is, when do you use the FIRST FORMULA and when do you use the SECOND FORMULA? Kirkwood fails to address this question. But Jones in combination with Lange provides excellent guidance as to when to use the FIRST FORMULA and when to use the SECOND FORMULA. For use of the FIRST FORMULA, see Jones pages 87-89 and Lange page 87. For use of the SECOND FORMULA, see Jones pages 156-159, and Lange pages 85-86. In a nutshell, the FIRST FORMULA is used for comparing data from a mean with a hypothetical value of interest to you (a value that you dreamed up out of thin air). The SECOND FORMULA is used when numbers are available for a Population Mean (and Population SD), and where numbers are available for a Sample Mean, and where your goal is to find probability of a hypothetic sample mean will have a value that is higher than (or lower than) the value of the sample mean. Jones does a better job at distinguishing between the two formulas than does Lange. Jones comes to the rescue!

The above collection of decisions in the decision tree is inherent in all of the statistics books, but the books fail to make explicit (or in an organized manner) the fact that these decisions are waiting for you in the text. In my opinion, there is no excuse for this sort of obscurity that so characterizes statistics books. It does not have to be this way.

The formulas used for clinical statistics have been around for over 100 years. The mathematics used in these books is on the level of a college freshman. Why is it that the presentation of statistics in all of these books is so disorganized, disjointed, and sporadic? These formulas are not rocket science. There is no excuse for generally uneven quality of the available statistics books.

0 of 0 people found the following review helpful.
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By jan_07
Came in a timely fashion and in the same condition that it was stated to be in. Just stinks that my professor decided not to use the book once it got here!

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Kamis, 05 April 2012

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Providing essential coverage of dental radiography principles and complete technical instruction, Dental Radiography: Principles and Techniques, 4th Edition, is your key to the safe, effective use of radiation in the dental office. The first ever full-color dental radiography resource, this combination of a textbook and a training manual guides you step-by-step through common procedures, with accompanying illustrations, case studies, and interactive exercises to help you apply what you've learned to practice.

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  • Published on: 2013-12-27
  • Released on: 2013-12-27
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Most helpful customer reviews

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