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Davenport's Greeks
Scrupulously accurate, thoroughly modern

Beware The Ravens, Aunt Morbelia
Aunt Morbelia and the Screaming Skulls

Pop-up Classic, If I do say so myself!
Great Choice For 4-10 years old, amazing pop-up book!

Great Action & TensionA plan crashes high in the Andes, high enough that oxygen is a problem. People are dead and injured. People are _not_ who they say they are. Everyone has a past. Gathering people together, our intrepid hero gets the survivors down to a mining camp, where they discover the bridge is out. Conveniently, a convoy is on the other side. Shame they're there to kill a member of the party, and everyone else to avoid witnesses. What follows is one of the tensest, tightly scripted series of action sequences ever. Holed up on one side of the gorge, holding off the determined bridge builders with limited weapons and ammunition, including a homemade crossbow, built from materials snafled from the abandoned mining camp, the party get whittled away by disease, hunger and attrition. Their hopes rest on a small number who have voluntered to climb the other side of the mountain looking for help.
Buy this book.
High Citadel - High Tension

The very apex of linguistic theory
The most comprehensive introduction currently available!As a mature undergraduate studying Linguistics, with no A Level English Language under my belt, I had no prior knowledge of the areas this book covers, and as such was disadvantaged in comparison to the other students who had done the A Level. However I soon found, with the aid of this worthy publication, that the playing field had been levelled.
This is not to say that this was the only book at this level that I read. In fact, I have at least four others in my collection. Why this one stands out is because of its clear and informative style, understandable examples, and sensible, logical layout.
Initially there is an overview, laying out the underpinning theory that the modern sciences of Phonetics and Phonology are built on. The distinction between physical language and the underlying mental representation of its physical form, as adopted by Generative Linguistics, is introduced, and Phonology and Phonetics are placed into the 'big-picture' of a total language model that includes Syntax, Morphology and Semantics.
Next comes an introduction to articulatory phonetics: the actual physical mechanisms used in the production of speech, including airstream, vocal cords and places of articulation. This then opens up the complete exposition of consonants and vowels, and details all the possible types of sounds that humans produce. Clear tables and diagrams are used throughout, making understanding and revision an easy task.
After this comes a chapter on Acoustic Phonetics, the captivating study of the properties of speech sounds. Not only does it consider the physical nature of these, but also focuses on the linguistically relevant acoustic features that play a part in production and reception. Here the authors have taken some complex physics and made it fathomable, no mean feat!
From here on, the book investigates the phonological rules and features used when we produce speech. Davenport and Hannahs introduce the Linear Model of phonology, as pioneered by Noam Chomsky and Morris Halle in The Sound Pattern of English, (1968. New York; Harper & Row), and developed by many, which to the uninitiated would make you run away faster than a gazelle! The chapters develop in a logical manner, each building upon the previous, and the reader comes out with a sense of mastery over the data.
Throughout this discussion, however, the book does not take this Linear Model as gospel, and the authors frequently highlight problems that the model cannot account for. They introduce several alternative models, like Autosegmental Phonology and Feature Geometry, and the discussion of the relative merits is open and unbiased.
Finally, the book concludes with a well-written chapter that stresses the need to constrain the phonological model so that over-productive rules are dismissed with. Concepts like extrinsic vs. intrinsic rule ordering, abstractness and the power of the phonological component are discussed, leaving the reader in a frame of mind to delve into further reading.
Overall this is an excellent book, well written and interesting all the way. As a student of Linguistics this is a must, with exercises at the end of each chapter to test your knowledge, not just at degree level, at High School Level too it will prove an invaluable resource. Also, for the non-academic with an interest in how we produce speech, Introducing Phonetics & Phonology is an excellent and enjoyable read.


3rd Edition
A wonderful introductory book!

Great way to fill a holiday!
One of his best.

Backhanded homage, Bloom's agon
A Breath of Fresh Air, by fermedI admit to having had a life-long aversion to Don Q., an aversion that is rooted in early efforts to make me read "children's versions" of the book by guise of educating me. I suspect that such dislike is widely shared by those who have dared attempt the original text, or even its modern translations. Those who love the story are likely to have limited their sampling to the musical version of the book: "Man of La Mancha."
And so it was truly a pleasure to follow Nabokov in his extraordinary feat of dissection. Nobody in nearly 400 years of Spanish critical appraisals of this awful book has ever come close to exposing the work as thoroughly and meticulously as Nabokov does in the six lectures that he gave at Harvard in 1952. Spanish critics of Cervantes are mainly hagiographers, incapable of noting the Emperor's nakedness. They are apt to compare Cervantes to Shakespeare (don't they wish!), a comparion which Nabokov insightfully reduces to this:
"The only matter in which Cervantes and Shakespeare are equals is the matter of influence, of spiritual irrigation -- I have in view the long shadow cast upon receptive posterity of a created image which may continue to live independently from the book itself. Shakespeare's plays, however, will continue to live apart from the shadow they project." By implication, Don Q. would not.
Nabokov even exposes the canard, much repeated in Spain, that Cervantes and Shakespeare died on the same day in 1616. They did not. It is true that each died on April 23 of that year, but they lived in different calendars, with a ten day gap between their true dates of defunction.
Before embarking on his lectures, Nabokov abstracted each of the 126 chapters of the two volumes, citing their essential elements. These abstracts are included in the book. In addition, he surveyed the work noting Don Q's "victories" and "defeats," a monumental task which lays bare each of his encounters and battles (40 all told), each scored as a "victory" or a "defeat." He comments, in amazement, about one critic who had said "Never, by any chance, does Don Quixote win."
Not so. When all the battles are added up the score is precisely 20/20. Don Q. won as many as he lost.
When Nabokov called this "one of the most bitter and barbarous books even penned" it did not gain him friends among the professional academics of the ivory towers; but the observation is true and constitutes one of the many explanatory notes about the book that allows the readers to understand their dislike (if they have a dislike) for this work.
Only six lectures. One of the great anatomical feats by that wizard Nabokov. It is not necessary to know the Qixote in order to enjoy this tour de force; in addition, anyone who writes fiction will love (and benefit from) the type of deep structural analysis to which Nobokov subjects this novel. Nabokov's handywork is a beautiful excercise in education "as it should be," and therefore it is worth the time and effort to read it.


My child loves this book
Interactive

An extraordinary Book
A good historical approach to Analytic Number TheoryThe book works up gradually to each result, for example proving Dirichlet's theorem first for a prime modulus (as Dirichlet did himself), then the general modulus. In most cases it proves first the result for all primes (zeta function) and then the generalization for primes in an arithmetic progression (L function), pointing out which parts generalize easily and which cause special difficulties.
Some of the more advanced results covered are exponential sums, Vinogradov's theorem that every large odd number is the sum of three primes, and Bombieri's theorem about the average distribution of primes in arithmetic progressions.
I haven't seen the previous (1980) edition; this new edition seems to be lightly revised from the previous one. The last chapter is up-to-date and gives a brief survey of new results and of new books on the subject.