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We have scanned all the pages of this book as imagesand converted the TIF files to PDF and compressed PostScript. When viewed in Adobe's Acrobat Reader, the quality is acceptable whensome magnification is used. The files are relatively small,ranging from less than one megabyte up to about 3 megabytesin size.

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Printing these files from Acrobat 4.x to a local postscript ornetworked postscript printer should be per the usual speed ofyour printer.However, we advise that users on a shared network do not attempt to printthese images from Reader 3.x or earlier versions to a networkedpostscript printer.The postscript files fromwhich the PDF files were created are very large, andit may take 3-5 minutes to print just one page to anetwork printer. We suggestthat you upgrade your version to Reader4.x, or alternatively, that you download and printoff the net in the evening or weekends instead.

If you wish to download the entire book, the followingarchives are available:Zipped file, PDF, 15.5MB; andZipped file, compressed PostScript, 56.8MB.Front Material[front_matter.pdf, 0.5MB] or[front_matter.ps.Z, 1.65MB]

• Introduction to the Series
• Preface
• Table of Contents, Volumes I and II
• Introduction

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Chapters

Adobe Acrobat DC is the most thorough and comprehensive course for students to learn how to reliably create, edit, and sign PDF documents and forms with Adobe Acrobat DC. Each of the 13 lessons in this step-by-step, project-based course contains a project that builds on their growing knowledge of the program. Adobe Acrobat DC is the most thorough and comprehensive course for students to learn how to reliably create, edit, and sign PDF documents and forms with Adobe Acrobat DC. Each of the 13 lessons in this step-by-step, project-based course contains a project that builds on their growing knowledge of the program. The latest tweets from @Acrobat.

1. Cost, Revenue, and Profit Functions, Daniel McFadden[ch1.pdf, 3.8MB] or[ch1.ps.Z, 13MB]
2. Symmetric Duality and Polar Production Functions,Giora Hanoch[ch2.pdf, 0.75MB] or[ch2.ps.Z, 2.5MB]
3. Applications of Profit Functions, Lawrence J. Lau[ch3.pdf, 0.23MB] or[ch3.ps.Z, 0.78MB]
4. A Survey of Functional Forms in theEconomic Analysis of Production, Melvyn Fuss,Daniel McFadden, and Yair Mundlak[ch4.pdf, 2MB] or[ch4.ps.Z, 8.9MB]
5. The General Linear Profit Function,Daniel McFadden[ch5.pdf, 0.66MB] or[ch5.ps.Z, 2.5MB]
6. Polar Functions with Constant Two Factors - One PriceElasticities, Giora Hanoch[ch6.pdf, 0.76MB] or[ch6.ps.Z, 2.5MB]
7. Flexibility versus Efficiency in Ex Ante Plan Design, Melvyn Fuss andDaniel McFadden[ch7.pdf, 1.8MB] or[ch7.ps.Z, 6.2MB]

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1. Definite Quadratic Forms Subject to Constraint,Daniel McFadden[a1.pdf, 0.26MB] or[a1.ps.Z, 0.9MB]
   
2. Necessary and Sufficient Conditions for theClassical Programming Problem,Daniel McFadden[a2.pdf, 0.2MB] or[a2.ps.Z, 0.65MB]
   
3. Convex Analysis,Daniel McFadden[a3.pdf, 1MB] or[a3.ps.Z, 3.6MB]
   
4. Testing and Imposing Monotonicty,Convexity and Quasi-Convexity Constraints,Lawrence J. Lau[a4.pdf, 1.56MB] or[a4.ps.Z, 5MB]

Bibliography[ bib.pdf, 0.79MB] or bib.ps.Z, 2.5MB]

Author and Subject Indexes[ index.pdf, 0.4MB] or index.ps.Z, 1.3MB]

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Last modified: 9/12/2011
rowilma@econ.berkeley.edu