Free PDF International Economics (Mcgraw-Hill Series Economics)By Thomas Pugel

Free PDF International Economics (Mcgraw-Hill Series Economics)By Thomas Pugel

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International Economics (Mcgraw-Hill Series Economics)By Thomas Pugel

Free PDF International Economics (Mcgraw-Hill Series Economics)By Thomas Pugel

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International Economics, 14e continues to combine rigorous economic analysis with attention to the issues of economic policy that are alive and important today in this field. Written in a concise and readable format, Pugel uses economic terminology when enhancing the analysis so that the reader can build their understanding of global economic developments and evaluate proposals for changes in economic policies. The text is informed by current events and includes the latest in applied international research, all the time avoiding jargon for jargon’s sake. Like earlier editions, Pugel also places international economics events within a historical framework. The overall treatment continues to be intuitive rather than mathematical and is strongly oriented towards policy.

• Sales Rank: #344136 in Books
• Published on: 2008-11-13
• Original language: English
• Number of items: 1
• Dimensions: 9.20" h x 1.50" w x 7.60" l, .0 pounds
• Binding: Hardcover
• 784 pages

About the Author
Thomas Pugel (Upper Montclair, NJ) is professor of economics at New York University’s Stern School of Business.

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Download Elementary Functional Analysis (Dover Books on Mathematics)By Georgi E. Shilov

Download Elementary Functional Analysis (Dover Books on Mathematics)By Georgi E. Shilov

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Elementary Functional Analysis (Dover Books on Mathematics)By Georgi E. Shilov

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In this introductory work on mathematical analysis, the noted mathematician Georgi E. Shilov begins with an extensive and important chapter on the basic structures of mathematical analysis: linear spaces, metric spaces, normed linear spaces, Hilbert spaces, and normed algebras. The standard models for all these spaces are sets of functions (hence the term "functional analysis"), rather than sets of points in a finite-dimensional space.
Chapter 2 is devoted to differential equations, and contains the basic theorems on existence and uniqueness of solutions of ordinary differential equations for functions taking values in a Banach space. The solution of the linear equation with constant (operator) coefficients is written in general form in terms of the exponential of the operator. This leads, in the finite-dimensional case, to explicit formulas not only for the solutions of first-order equations, but also to the solutions of higher-order equations and systems of equations. The third chapter presents a theory of curvature for curve in a multidimensional space.
The final two chapters essentially comprise an introduction to Fourier analysis. In the treatment of orthogonal expansions, a key role is played by Fourier series and the various kinds of convergence and summability for such series. The material on Fourier transforms, in addition to presenting the more familiar theory, also deals with problems in the complex domain, in particular with problems involving the Laplace transform.
Designed for students at the upper-undergraduate or graduate level, the text includes a set of problems for each chapter, with hints and answers at the end of the book.

• Sales Rank: #1262201 in Books
• Published on: 1996-01-18
• Released on: 1996-01-18
• Original language: English
• Number of items: 1
• Dimensions: 8.44" h x .67" w x 5.37" l, .70 pounds
• Binding: Paperback
• 352 pages

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

About the Author
Soviet mathematician Georgi E. Shilov (1917-75) was a longtime Professor of Mathematics at Moscow State University and the author of several other successful Dover reprints.

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Download PDF No Speed Limit: Three Essays on Accelerationism (Forerunners: Ideas First)By Steven Shaviro

Download PDF No Speed Limit: Three Essays on Accelerationism (Forerunners: Ideas First)By Steven Shaviro

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No Speed Limit: Three Essays on Accelerationism (Forerunners: Ideas First)By Steven Shaviro

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Accelerationism is the bastard offspring of a furtive liaison between Marxism and science fiction. Its basic premise is that the only way out is the way through: to get beyond capitalism, we need to push its technologies to the point where they explode. This may be dubious as a political strategy, but it works as a powerful artistic program. 

Other authors have debated the pros and cons of accelerationist politics; No Speed Limit makes the case for an accelerationist aesthetics. Our present moment is illuminated, both for good and for ill, in the cracked mirror of science-fictional futurity.

Forerunners: Ideas First is a thought-in-process series of breakthrough digital publications. Written between fresh ideas and finished books, Forerunners draws on scholarly work initiated in notable blogs, social media, conference plenaries, journal articles, and the synergy of academic exchange. This is gray literature publishing: where intense thinking, change, and speculation take place in scholarship.

• Sales Rank: #107690 in Books
• Published on: 2015-01-30
• Original language: English
• Number of items: 1
• Dimensions: 7.00" h x .20" w x 5.00" l, .0 pounds
• Binding: Paperback
• 60 pages

About the Author

Steven Shaviro is DeRoy Professor of English at Wayne State University and author of The Universe of Things: On Speculative Realism (Minnesota, 2014), Without Criteria: Kant, Whitehead, Deleuze, and Aesthetics (MIT, 2009), Connected, or What it Means to Live in the Network Society (Minnesota, 2003) and The Cinematic Body (Minnesota, 1993).

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