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The history of comics is divided into eight chapters, all of which, except for the first, are followed by several reproduced comics indicative of the comics under discussion: (1) The Coming of Comics deals with the very first comics, which were simply reprinted daily comic strips rather than the original stories that would truly define the art form; (2) The Birth of the Comic Book looks at how Superman and Batman basically created the American comic book market, including an interesting analysis of "Blackhawk" comics; (3) Dumb Animals is devoted primarily to Mickey Mouse, Donald Duck, and the rest of the Disney creations, but also "Felix the Cat" and the Dell comics that captured the animated animal market; (4) The E. C. Revolution looks a the glory days of William Gaines comic line that includes "Tales from the Crypt," "Frontline Combat," and "Science Fantasy," but which now consists of "Mad" magazine; (5) The Comics Code Controversy deals with the successful crusade of Frederic Wertham and his "Seduction of the Innocent" to clean up comics; (6) The New Comic Books looks at how comic books reacted to the Code's profound and depressing effect on the industry, focusing on the advent of the black and white Warren magazines that did not have to conform to the Code; (7) Mighty Marvel looks at the transformation of Atlas comics into the Marvel juggernaut led by the Fantastic Four and the Amazing Spider-Man under Stan Lee's leadership; and (8) Underground Comics looks at the three types of comics within this industry: the "eight-pagers" (a.k.a. "Tiajuana bibles") dealing with explicit sexual themes, the kinky comics dealing with self-described deviant behavior, and the totally unrestricted self-expression represented by "Zap" comics and Robert Crumb.
Basically, "Comix" looks at the history of comic books through the end of the Sixties. Consequently, it only deals with what we would now consider to be the first half of the history of comic books. However, for my purposes, which is to find interesting information about the origins of comic books in general-and Superman, Batman, and Spider-Man in particular-for my Popular Culture class, this book serves as an adequate resource. Daniels tends not to get bogged down in details, preferring instead to focus on representing characters, creators, etc., from the particular period under discussion. Ultimately, "Comix" is not a definitive text, but rather an introductory one that takes us up to the point where the rights of creators and the proliferation of alternative comic presses would redefine the entire field. Now if somebody would like to address what has happened in the history of comic books in America (and around the world) since then, I would like to read that book as well.
Bell traces the history of communitarianism and illustrates the main pillars in this paradigm. In so doing, he also argues that communitarianism is closer to the natural aspirations of human beings and its political implications offer more protection on human freedom than the liberals would otherwise suggest.
This is not a typical doctorate thesis that one would normally expect - one that is very dry and has citations appearing almost at the end of every sentences. Rather, Bell presents the thoughts of communitarians and those of its critics (mostly libertarians) in an often lively dialogue format - not indifferent from those in Plato's time.
I highly reccommend this book to those who are dissatisfied with liberalism and the current political system it shapes. Bell and his fellow communitarians may offer you important insights to human aspirations. It may also give you inspirations for a new form of participatory democracy which emphasizes more on the common good and overcomes the challenges of individualism.
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The book could thus be considered an introduction to the theory of "quantum topology". The authors employ many diagrams to illustrate the beautiful connections between topology and algebra using the reprensentations of U(sl(2)) and the "quantized" version where the representation spaces are homogeneous polynomials in two variables that commute modulo a parameter. These constructions are generalizations of the ones that are employed in studying exactly solved models in statistical mechanics using the Yang-Baxter equation. This theory is now called quantum groups, even though strictly speaking, the objects dealt with are more general than groups and the adjective "quantum" means only a lack of commutation up to a parameter (usually called q). Very interesting is the way in which braid groups appear as realizations of quantum representation spaces. Quotient representations have to be considered since in general the representations of the braid group are not semi-simple.
For a representation of Uq(sl(2)) the authors define trace, called the "quantum trace", in this representation which gives the required invariants. These invariants however are not finer than other 3-manifold invariants unfortunately. The authors do show to what extent two 3-manifolds with the same Turaev-Viro invariants are similar, and show the equivalence between the Turaev-Viro and Kauffman-Lins invariants. These invariants are examples of topological quantum field theories, which have grown out of considerations from high energy physics, and which will no doubt continue to be of considerable interest in the future.