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Part I: The Marxian Doctrine
Part II: Can Capitalism Survive?
Part III: Can Socialism Work
Part IV: Socialism and Democracy
Part V: A Historical Sketch of Socialist Parties
Obviously, the world which Schumpeter surveyed more than 50 years ago has undergone significant changes. (This book was first published in the US in 1942; a revised second edition appeared in 1957; and an expanded third edition appeared in 1950, the year in which he died.) Nonetheless, after a recent re-reading of the book, I am amazed at how stable its intellectual infrastructure remains. Bottomore explains the book's continuing appeal to readers "by the fact that it undertakes a serious and thorough examination of the great social transition of the present age, from capitalism to socialism, (and prefaces this with an illuminating critical appraisal of Marx's theory, as the only social analysis of the transition that merits attention) rather than by the kind of judgement that it makes about the consequences of this process of social transformation." Bottomore then quite correctly notes that, in this book, Schumpeter also examines "carefully and dispassionately" the difficulties and dangers presented by certain forms of socialism "which socialist thinkers themselves,,, after so many deceptions, can now more readily appreciate." Granted, at least some of Bottomore's discussion of Schumpeter is itself dated. Nonetheless, Schumpeter's ideas are carefully developed; moreover, he explores all manner of connections between and among those with other ideas, including those he rejects.
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Detective Dave Brandstetter is not only an appealing, sympathetic character, he is also a rugged, hard-drinking, relentless investigator with his own secrets. He's just lost his lover of 20+ years to cancer, and he is well aware that he is not in good shape emotionally. Against the backdrop of his loss, Dave talks to the people of Pima, noses into old issues, and gets a possible lead on Fox's whereabouts. But there is more than one person in town with something to hide, and some of them may just be ready to kill to keep things quiet.
Author Joseph Hansen writes clear and delightful prose: 'the rust from the nailheads had written long, sad farewells down the salt-silver planks.' Alternating captivating description with classic hard-boiled narrative, the author brings Brandstetter's world alive, both inside and out. No wonder Hansen has been compared to classic mystery writers such as Raymond Chandler and Ross MacDonald.
Originally published in 1970, FADEOUT is remarkable in at least three ways: 1) the mystery features the first openly gay private detective, Dave Brandstetter, who is unapologetically homosexual and displays a solid strength and confidence that seems ahead of its time; 2) the writing is crisp, exciting, and exudes style beyond the level of the typical mystery; and 3) after over three decades, every aspect of the story and the writing holds up marvelously. Hansen's work is destined to be deemed classic. The fact that Alyson has reprinted this debut novel and, so far, two of the eleven subsequent installments of the Brandstetter series bodes well for Joseph Hansen's revival.
Lori L. Lake
Midwest Book Review
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book excellent in introducing students to
the creative process. Unlike most poetry
it's non-intimidating and an inspiration for
students to explore their own creativity
and love of animals. Best part, though,
is the humor. Kids actually enjoy the poetry.
Not many poetry books can claim that. Recommend
it to other teachers starting creative
writing.
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There are interesting stories - but this is not a history that takes into account the second half of the 20th cnetury.
After re-discovering my Catholic faith, I have been trying to explore the depths of my Church and its teachings. This book has helped me to put people, places, and events in their proper perspective.
I recommend this book to anyone interested in finding the roots of their Catholic faith.
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I would have rated his book higher except for one glaring mistake which set my teeth on edge which is the reaction I get when someone scratches a chalkboard with their fingernails over and over again. On page 44 he says, "Like the Greeks who followed them, the Sumerian religions were pantheistic and their gods were anthropomorphic." Feeling like an idiot, I consulted another annoying feature of this book which are the little boxes that appear throughout the text with little "nuggets" of information. This one was "Desert Diction" and defined pantheism as, "...{The} belief in a group of gods where each represents a specific human action, or emotion, or a physical element, such as one for the sun, and one for the moon." Let me guess, a group of gods would be a pantheon (Greek pan means all; theos means god or gods), thus pantheon would mean all of the gods. I may be an idiot, but I am not in kindergarten. What this informational "nugget" has done is define polytheism (poly=many + theoi=gods) not pantheism. Pantheism means all is god; it equates god with the cosmos.
I do have to give Tragert credit in that he misdefines pantheism consistently throughout the book. But if his defintion is correct, then all of my dictionaries are wrong, not to mention most if not all of the authors who have written on the subject like C.S. Lewis, G.K. Chesterton, Dorothy Sayers, Aldous Huxley, etc...or I am really a Complete Idiot.
While this may seem to be a small thing, it is disconcerting nonetheless,and raises the possibility of other not quite so obvious errors and misdefintions that might slip by unnoticed. Despite these caveats and the annoying way it is set up, this Complete Idiot's Guide to Understanding Iraq is worth reading and is a useful tool.
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First of all, this title shouldn't be included in the "Graduate Texts in Mathematics" series because the material it covers is covered in introductory undergraduate courses. Second, eventhough the author made a great effort to include as much topics as he could, the treatment of most of them is highly old-fashioned. I mean, he pays no attention to the most recent and elegant refinements of the basic theory, so the student is not immediately able to understand the real important ideas behind the subject. For example, nowadays the proof of the Cauchy integral formula is presented as a more ar less easy corollary of the general Stokes theorem. The Cauchy integral theorem is also obtained easily following the same fashion. Incredibly, the author explores this line in one appendix, but not well done, and apparently he doesn't realize that there is the key idea.
Also, keeping in mind that holomorphic functions are harmonic, most of the important results for holomorphic functions should follow at once from the corresponding ones for harmonic functions, but this old-fashioned texts don't take this remarkable important feature of complex analysis into account, making the treatment innecessarily complicated and leading the student to misunderstand both complex and harmonic analysis. Eventhough the book includes a whole chapter on harmonic functions, the author doesn't use their power as he should.
I'm afraid there are few famous introductory texts that I would suggest for first-timers. The best of them is Markushevitch, unfortunately out of print.
There is also another serious drawback: The author pays no attention at all to boundary value problems and therefore to the Cauchy-type integral, maybe the most important tool of complex analysis. The Hilbert transform is also not present.
If you have the opportunity take a look at Muskhelishvili's "Singular Integral Equations" and Gakhov's "Boundary Value Problems" and then you will understand my point.
Lang's book could be used as a companion text and as a reference for introductory courses. It's got some interestig excercises.
Its contents are: Complex Nubers and Functions; Power Series; Cauchy's Theorem, First Part; Winding Numbers and Cauchy's Theorem; Applications of Cauchy's Integral Formula; Calculus of Residues; Conformal Mappings; Harmonic Functions; Schwartz Reflection; The Riemann Mapping Theorem; Analytic Continuation Along Curves; Applications of the Maximum Principle and jensen's Formula; Entire and Meromorphic Functions; Elliptic Fuctions; The Gamma and Zeta Functions; The Prime number Theorem; Appendices.
Please take a look to the rest of my reviews (just click on my name above).
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My sympathies go out to Mr. Bond and his family. I hope they can rest a little easier knowing that Ng has finally gone to trial.