Saturday, 12 October 2013

[K930.Ebook] Ebook Download The Oil Hunters: Exploration and Espionage in the Middle East, by Roger Howard

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The Oil Hunters: Exploration and Espionage in the Middle East, by Roger Howard

The fascinating stories of the explorers, spies and entrepreneurs who led the hunt for oil in the Middle East from the 1880s to the outbreak of the Second World War

The Middle East had long been awash with rumors and legends of oil, rumors that gradually seeped into Western Europe. The Greek historian Herodotus had once described the existence of "oil-pits" in Mesopotamia, while Jebel Zeit, a mountain on the west coast of the Gulf of Suez, was known by the ancients as Mons Petroleus. However, the discovery that kerosene could be extracted from crude oil and used as fuel for light and heat in the late nineteenth century shifted the hunt for oil into high gear, particularly in the Middle East.

Against the backdrop of British and Russian―and increasingly American―maneuverings for dominance in the region, Roger Howard explores the history of oil exploration in anecdotal style and with a lively pace. He brings to life forgotten figures such as Frank Holmes, revered by the Arabs as Abu Naft (the "Father of Oil") and Harry St. John Philby, father of the famous British double agent Kim Philby, as well as figures from the world stage such as Julius de Reuter, founder of Reuters News Agency, the Armenian oil magnate Calouste Gulbenkian and Chicago-born entrepreneur Charles R. Crane.

Throughout the twentieth century, the demand for petroleum increased and it eventually became one of the most valuable commodities traded in the world market. The Oil Hunters illustrates how today's oil giants emerged in Persia but also Iraq (Mesopotamia), Kuwait, Saudi Arabia and Egypt. British Petroleum, for example, was originally the Anglo-Persian Oil Company. Considered by many to be one of the most important events of twentieth century history, the discovery of Persian oil in 1908 is related here as a vivid adventure story of exploration and exploitation, peopled by eccentrics, adventurers and magnates.

For more information, visit his website at www.oilhunters.net.

  • Sales Rank: #2683222 in Books
  • Brand: Brand: Bloomsbury Academic
  • Published on: 2008-07-15
  • Released on: 2008-07-15
  • Original language: English
  • Number of items: 1
  • Dimensions: 9.21" h x .56" w x 6.14" l, 1.10 pounds
  • Binding: Hardcover
  • 224 pages
Features
  • Used Book in Good Condition

Review
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"A fascinating story for anyone interested in one of today's main economic problems: How to reduce the hundreds of billions that Americans spend every year to import oil...the book is packed with intrepid geologists, risk-averse business people, hard-up Mideast rulers and ingenious promoters- all concerned with driving up profits."

—The Associated Press 9/11/08



'The Dramatic Days of oil exploration in the first half of the 20th centrury are narrated in gripping fashion by Roger Howard.'The Spectator (The Spectator)

"Using an anecdotal style, Roger Howard brings to life forgotten figures who controlled the increase in demand for petroleum" - Petroleum Review

"A straightforward, unpretentious and enjoyable if familiar account of some of the early concession hunters and oil explorers in the Middle East." Times Literary Supplement, January 2009

“A fascinating story for anyone interested in one of today’s main economic problems: How to reduce the hundreds of billions that Americans spend every year to import oil…the book is packed with intrepid geologists, risk-averse business people, hard-up Mideast rulers and ingenious promoters- all concerned with driving up profits.”

–The Associated Press 9/11/08

About the Author
Roger Howard is a writer and broadcaster specialising in international relations. His most recent publications are The Oil Hunters (2008) and Iran Oil: The New Middle East Challenge to America (2006).

Most helpful customer reviews

1 of 1 people found the following review helpful.
Very informative, but frustrating read
By Ken Moore
I basically agree with the first review. But so many of the geographical areas, including towns and cities, were not shown on the 2 maps. Very relevant to current world events. Being from an area that is very active in O&G I can relate historically. Would reread if had better maps and references to them.

2 of 3 people found the following review helpful.
Interesting Though Flawed
By Anne Ruszkiewicz
This book provides an interesting narrative of the European/Western people involved in the search for Middle Eastern Oil. The author is at his best when describing individuals - bringing them vividly to life. Anyone interested in any of the particular, often very colorful and eccentric, Western individuals involved will find it worth reading. He is particularly good at depicting Major Frank Holmes. However, his focus on each individual is so exclusive that whatever historical and geographical context he provides for them is sloppy ranging from confusing to erroneous with an odd whiff of British Orientalist bias. For instance he insists on referring to "Constantinople" noting airly in a footnote without documentation that the name was not officially changed to Istanbul until 1930. Oh? In another footnote he explains that Alexandretta is now called Iskinderun (correct) and is in north west Syria. Wrong. It is in Turkey. Only two maps are included and both are inadequate. He is even more confusing when he is talking about events in the Persian Gulf referring to both Kuwait and Bahrain as "the kingdom" and referring once to Kuwait as "the island." Many of his references are interesting and useful but a bibliography of all of them would have been a simple and useful addition. The book needed a knowledgeable editor and fact checker.

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Wednesday, 9 October 2013

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Constitutional Referendums: The Theory and Practice of Republican Deliberation (Oxford Constitutional Theory) Reprint edition

  • Published on: 1709
  • Binding: Paperback

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Tuesday, 1 October 2013

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This book is an introduction to blacksmithing with an emphasis on how I envision it to be practiced in the event of an apocalyptic event. It contains references to other works, useful information about junkyard steels, description of techniques used in iron working, charcoal-making, other kinds of metalworking and a chapter on the selection of weapons in addition to other information that might prove useful in the event of a wide-spread disaster scenario.

  • Sales Rank: #776568 in eBooks
  • Published on: 2014-04-08
  • Released on: 2014-04-08
  • Format: Kindle eBook

Most helpful customer reviews

0 of 0 people found the following review helpful.
Much more advice than blacksmithing.
By Sarg
While this is not a bad read at ALL for the would be prepped, it contains little about blacksmithing, projects, instructions or much in the way of ideas. It was however well written and instructive on other areas of the prepped life and some great survival theory or I would not have given it the score I did. Don't buy this looking for much in the way of blacksmithing advice in any way, but it was definitely worth $1.99 just as an enjoyable read for someone who wants to think about potential futures.

0 of 0 people found the following review helpful.
Four Stars
By Joann K.
I will soon be ready. Zombies beware!

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Sunday, 29 September 2013

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  • Published on: 1601
  • Binding: Hardcover

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Saturday, 28 September 2013

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Dimension Theory (PMS-4) (Princeton Mathematical Series), by Witold Hurewicz, Henry Wallman

Book 4 in the Princeton Mathematical Series.

Originally published in 1941.

The Princeton Legacy Library uses the latest print-on-demand technology to again make available previously out-of-print books from the distinguished backlist of Princeton University Press. These editions preserve the original texts of these important books while presenting them in durable paperback and hardcover editions. The goal of the Princeton Legacy Library is to vastly increase access to the rich scholarly heritage found in the thousands of books published by Princeton University Press since its founding in 1905.

  • Sales Rank: #1955097 in Books
  • Published on: 2015-12-08
  • Released on: 2015-12-08
  • Original language: English
  • Number of items: 1
  • Dimensions: 8.88" h x .40" w x 5.88" l, .0 pounds
  • Binding: Paperback
  • 174 pages

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15 of 15 people found the following review helpful.
Still an excellent book
By Dr. Lee D. Carlson
As an undergraduate senior, I took a course in dimension theory that used this book Although first published in 1941, the teacher explained that even though the book was "old", that everyone who has learned dimension theory learned it from this book. There are of course many other books on dimension theory that are more up-to-date than this one. But the advantage of this book is that it gives an historical introduction to dimension theory and develops the intuition of the reader in the conceptual foundations of the subject. The concept of dimension that the authors develop in the book is an inductive one, and is based on the work of the mathematicians Menger and Urysohn. In this formulation the empty set has dimension -1, and the dimension of a space is the least integer for which every point in the space has arbitrarily small neighborhoods with boundaries having dimension less than this integer. The authors restrict the topological spaces to being separable metric spaces, and so the reader who needs dimension theory in more general spaces will have to consult more modern treatments.
In chapter 2, the authors concern themselves with spaces having dimension 0. They first define dimension 0 at a point, which means that every point has arbitrarily small neighborhoods with empty boundaries. A 0-dimensional space is thus 0-dimensional at every one of its points. Several examples are given (which the reader is to prove), such as the rational numbers and the Cantor set. It is shown, as expected intuitively, that a 0-dimensional space is totally disconnected. The authors also show that a space which is the countable sum of 0-dimensional closed subsets is 0-dimensional. The closed assumption is necessary here, as consideration of the rational and irrational subsets of the real line will bring out.
Chapter 3 considers spaces of dimension n, the notion of dimension n being defined inductively. Their definition of course allows the existence of spaces of infinite dimension, and the authors are quick to point out that dimension, although a topological invariant, is not an invariant under continuous transformations. The famous Peano dimension-raising function is given as an example. The authors prove an equivalent definition of dimension, by showing that a space has dimension less than or equal to n if every point in the space can be separated by a closed set of dimension less than or equal to n-1 from any closed set not containing the point. The `sum theorem' for dimension n is proven, which says that a space which is the countable union of closed sets of dimension less than or equal to n also has dimension less than or equal to n.
A successful theory of dimension would have to show that ordinary Euclidean n-space has dimension n, in terms of the inductive definition of dimension given. The authors show this in Chapter 4, with the proof boiling down to showing that the dimension of Euclidean n-space is greater than or equal to n. (The reverse inequality follows from chapter 3). The proof of this involves showing that the mappings of the n-sphere to itself which have different degree cannot be homotopic. The authors give an elementary proof of this fact. This chapter also introduces the study of infinite-dimensional spaces, and as expected, Hilbert spaces play a role here.
The Lebesgue covering theorem, which was also proved in chapter 4, is used in chapter 5 to formulate a covering definition of dimension. The author also proves in this chapter that every separable metric space of dimension less than or equal to n can be topologically imbedded in Euclidean space of dimension 2n + 1. The author quotes, but unfortunately does not prove, the counterexample due to Antonio Flores, showing that the number 2n + 1 is the best possible. These considerations motivate the concept of a universal n-dimensional space, into which every space of dimension less than or equal to n can be topologically imbedded. The author also proves a result of Alexandroff on the approximation of compact spaces by polytopes, and a consequent definition of dimension in terms of polytopes.
Chapter 6 has the flair of differential topology, wherein the author discusses mappings into spheres. This brings up of course the notion of a homotopy, and the author uses homotopy to discuss the nature of essential mappings into the n-sphere. The author motivates the idea of an essential mapping quite nicely, viewing them as mappings that cover a point so well that the point remains covered under small perturbations of the mapping. This chapter also introduces extensions of mappings and proves Tietze's extension theorem. This allows a characterization of dimension in terms of the extensions of mappings into spheres, namely that a space has dimension less than or equal to n if and only if for every closed set and mapping from this closed set into the n-sphere, there is an extension of this mapping to the whole space.
In chapter 7 the author relates dimension theory to measure theory, and proves that a space has dimension less than or equal to n if and only if it is homeomorphic to a subset of the (2n+1)-dimensional cube whose (n+1)-dimensional measure is zero. As a sign of the book's age, only a short paragraph is devoted to the concept of Hausdorff dimension. Hausdorff dimension is of enormous importance today due to the interest in fractal geometry.
Chapter 8 is the longest of the book, and is a study of dimension from the standpoint of algebraic topology. The treatment is relatively self-contained, which is why the chapter is so large, and the author treats both homology and cohomology. The author proves that a compact space has dimension less than or equal to n if and only if given any closed subset, the zero element of the n-th homology group of this subset is a boundary in the space. A similar (dual) result is proven using cohomology.

9 of 9 people found the following review helpful.
Complete survey of dimension theory up to 1940.
By Bernardo Vargas
This book includes the state of the art of (topological) dimension theory up to the year 1940 (more or less), but this doesn't mean that it's a totally dated book. Quite the opposite. If you read the most recent treatises on the subject you will find no signifficant difference on the exposition of the basic theory, and besides, this book contains a lot of interesting digressions and historical data not seen in more modern books. If you want to become an expert in this topic you must read Hurewicz.
Please read my other reviews in my member page (just click on my name above).

3 of 3 people found the following review helpful.
The standard treatise on classical dimension theory
By Malcolm
Dimension theory is that area of topology concerned with giving a precise mathematical meaning to the concept of the dimension of a space. An active area of research in the early 20th century, but one that has fallen into disuse in topology, dimension theory has experienced a revitalization due to connections with fractals and dynamical systems, but none of those developments are in this 1948 book. Instead, this book is primarily used as a reference today for its proof of Brouwer's Theorem on the Invariance of Domain.

Various definitions of dimension have been formulated, which should at minimum ideally posses the properties of being topologically invariant, monotone (a subset of X has dimension not larger than that of X), and having n as the dimension of Euclidean n-space. Unfortunately, no single satisfactory definition of dimension has been found for arbitrary topological spaces (as is demonstrated in the Appendix to this book), so one generally restricts to some particular family of topological spaces - here only separable metrizable spaces are considered, although the definition of dimension is metric independent. For these spaces, the particular choice of definition, also known as "small inductive dimension" and labeled d1 in the Appendix, is shown to be equivalent to that of the large inductive dimension (d2), Lebesgue covering dimension (d3), and the infimum of Hausdorff dimension over all spaces homeomorphic to a given space (Hausdorff dimension not being intrinsically topological), as well as to numerous other characterizations that could also conceivably be used to define "dimension."

The first 6 chapters are primarily point-set topological, and can be followed easily by anyone who has taken a first course in topology, using, for example, Munkres or Armstrong. (Alexandroff and Hopf was the main reference used here.) In them the core results are developed, namely, that the dimension of Euclidean n-space is n (and hence R^n is not homeomorphic to R^m and n-manifolds are not homeomorhpic to m-manifolds for n not equal to m), that arbitrary n-dimensional spaces can be embedded in a (2n+1)-dimensional cube (indeed even in an n-dimensional subset of it), and that mappings into the n-sphere of a closed subset of an n-dimensional space can be extended to the entire space. These are further used to prove, for example, the Jordan Separation Theorem and the aforementioned Invariance of Domain, which states that any subset of Euclidean n-space that is homeomorphic to an open subset of Euclidean n-space is also open. (This is not trivial since the homemorphism is not assumed to be ambient. Another way to phrase this theorem is that boundaries in R^n are intrinsic.) Almost every citation of this book in the topological literature is for this theorem.

Along the way, some concepts from algebraic topology, such as homotopy and simplices, are introduced, but the exposition is self-contained. Some other elementary topological theorems, not involving dimension theory, such as the Brouwer Fixed-Point Theorem, Tietze's Extension Theorem, Borsuk's Theorem, the Baire Category Theorem, and Brouwer's Reduction Theorem (the latter 2 being proved in the index!) are also proved.

Chapter 7 is concerned with connections between dimension theory and measure (in particular, Hausdorff p-measure and dimension). Some prior knowledge of measure theory is assumed here. As these were very new ideas at the time, the chapter is very brief - only about 6 pages - and the concept of a non-integral dimension, so important to modern chaos theory, is only mentioned in passing.

The final (and largest) chapter is concerned with connections between homology theory and dimension, in particular, Hopf's Extension Theorem. In it, more than 40 pages are used to develop (Cech) homology and cohomology theory from scratch, because at the time this was a rapidly evolving area of mathematics, but now it seems archaic and unnecessarily cumbersome, especially for such paltry results. It would be advisable to just skim through most of this chapter and then just read the final 2 sections, or just skip it entirely since it is not that closely related to the rest of the results in this book. Certainly there are much better expositions of Cech homology theory.

The first 6 chapters would make a nice supplement to an undergraduate course in topology - sort of an application of it. Chapter 7 could be added as well if measure theory were also covered (such as in a course in analysis). The proofs are very easy to follow; virtually every step and its justification is spelled out, even elementary and obvious ones. Only in Chapter 7 is any work left to the reader, and there are no exercises. The book also seems to be free from the typos and mathematical errors that plague more modern books.

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Tuesday, 24 September 2013

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Haunt is a tripping-balls Los Angeles noir, where a mysterious dame drags you through a time-warping bizarro hall of mirrors. She's the girl of your dreams - too bad she's dead. Or, is she?

In Haunt, "you" are the hapless corporate tool and rock star wannabe turned private dick. Here, even your most inconsequential choices can make all the difference between a Hollywood ending on the beach and sucking cock for clues.

This is genial lowbrow high-lit weirdness: the funny, punchy cousin of Danielewski's House of Leaves, a Vonnegut and Salinger pat� on a choose-your-own cracker, with a lap dance from Nancy Drew. As much fun to make as it is to eat! Laura Lee Bahr is an award-winning indie actor/playwright/screenwriter with a gift for the hilariously, tragically absurd. Haunt is her first novel.

  • Sales Rank: #102134 in Audible
  • Published on: 2015-12-07
  • Format: Unabridged
  • Original language: English
  • Running time: 382 minutes

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2 of 2 people found the following review helpful.
Totally unique
By Petra
First off, Haunt was totally different from anything I’ve ever read or listened to before. I am not really confident I can write an appropriate review for this. To start with, I am actually not sure I “got” it, if in fact there is anything to “get”. It totally messed with my head. At 15% through, I was considering giving up because I was so baffled, but the writing style and the narration were so good, I had to keep going. However, I had to stop doing the usual activities one does when listening to audiobooks to focus simply on listening. I am really glad I did because by the half way mark, I was totally hooked.
Haunt is the story of three people, two male and one female. It’s a story about a spirit (or a ghost?) and the mystery surrounding its death. It’s written partly in third person perspective and partly in the second person, so You are involved. And You are given some choices (kind of). It’s not chronological, so there are shifts in time and there are also shifts in perspectives. Sounds like chaos? Amazingly, the author, Laura Lee Bahr, really pulled it off, and the less I tried to figure it all out and the more I just went along with it, the more I enjoyed it. There were some laugh-out-loud moments, there was some sadness, there was some romance (kind of), there was mystery. It was mind bending.
Haunt is categorized as Bizzaro Fiction and won the 2011 Wonderland Book Award for Novel of the Year. It’s Laura Lee Bahr’s debut novel, and she narrates part of the audio book herself. She’s a great writer, and she was also a brilliant narrator.
The male narrators sounded very similar to me. They were excellent, no complaints at all, but I kept wondering whether voices that were a bit more distinguishable would have eased my confusion at times. There were no issues with the quality of the production. In fact, this was one of a few productions where I thought the sound effects and music were a useful addition rather than an annoyance. I’ve never listened to an audiobook twice before, but I intend to with this one after I’ve got hold of a copy of the Kindle edition first (this would have been great as a Whyspersync).
I don’t think Haunt is a book for everyone. There’s strong language and some sex scenes. But if you are willing to try something that is completely different, totally surreal, dark but also really humorous, then you are in for a unique ride with this one.
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Sunday, 22 September 2013

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Well-Being (Key Concepts in Philosophy), by Ben Bradley

The concept of well-being plays a central role in moral and political theory. Policies and actions are justified or criticized on the grounds that they make people better or worse off. But is there really such a thing as well-being, and if so, what is it? Is it pleasure, desire-satisfaction, knowledge, virtue, achievement, some combination of these, or something else entirely? How can we measure well-being, amongst individuals and society? And how can we use it to make moral judgements about people, policies and institutions?

In this entertaining and accessible new book, Ben Bradley guides readers through the various philosophical theories of well-being, such as hedonism, perfectionism and pluralism, showing the benefits and drawbacks of each theory. He explores the role of well-being in moral and political theory, and the limitations of welfare-based approaches to ethics such as utilitarianism and welfare egalitarianism. Finally, he introduces puzzles about well-being that arise in moral and prudential deliberations about procreation and death.

Well-Being is an ideal introduction to these topics for those with no philosophical background, or for philosophers looking for an overview of current thinking about the subject.

  • Sales Rank: #742156 in Books
  • Published on: 2015-08-03
  • Original language: English
  • Number of items: 1
  • Dimensions: 8.50" h x .45" w x 5.40" l, .40 pounds
  • Binding: Paperback
  • 136 pages

Review

"In recent decades, philosophers have made serious progress in answering the hugely important question of what, ultimately, makes life good for anyone. Ben Bradley is one of these philosophers, and this insightful, accessible, informed, and open-minded book is an outstanding survey of where the debate now stands.
Roger Crisp, University of Oxford

About the Author
Ben Bradley is Allan and Anita Sutton Distinguished Professor of Philosophy at Syracuse University. He is the author of Well-Being and Death (Oxford 2009) and many articles on a variety of topics in moral philosophy.

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