BOOKS and PAPERS AVAILABLE FOR DOWNLOAD OR ORDER
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| OUR REAL ANALYSIS TEXTBOOKS | Follow this LINK to download current PDF versions of all of these files. | Download | Date of file |
 | [TBB]2 THOMSON . BRUCKNER2 ELEMENTARY REAL ANALYSIS, SECOND EDITION (2008). This is essentially the original version as printed by Prentice Hall (Pearson) with corrections. The paging is different from the original, but most numbering is preserved. Used copies of the original might be usefully used by some students, as long as the instructor recognizes that paging differences are considerable. This edition is now available for FREE download as a PDF file optimized for on-screen viewing. [CLICK HERE TO DOWNLOAD] Order a trade paperback copy from E-Store. ORDER NOW! or Order a trade paperback copy from Amazon.com ORDER NOW! | Available now for download | March 2008 |
 | [TBB]drip THOMSON . BRUCKNER2 ELEMENTARY REAL ANALYSIS: DRIPPED VERSION (2008). The "dripped version" follows the DRIP program (D.R.I.P=Dump the Riemann Integral Project). That means the Riemann and improper Riemann integral are replaced by an account of the natural integration theory on the line, that includes most elements of the Lebesgue theory, but in a more elementary presentation. Experimental: please send suggesions and comments. Consider this project a work in progress. [Click here to download] Order a trade paperback copy from E-Store [Not yet --- scheduled for 2009] Order a trade paperback copy from Amazon.com [Not yet ---scheduled for 2009] Current versions will change depending on suggestions and feedback from readers. | Available now for download | Jan 2008 |
 | [BBT]2 BRUCKNER2 . THOMSON REAL ANALYSIS, SECOND EDITION (2008). This is the original version as printed by Prentice Hall (Pearson) with corrections and revisions. The paging will be different from the original. Used copies of the original might be usefully used by some students, as long as the instructor recognizes that paging differences are significant. [Click here to download] Order a trade paperback copy from E-Store [Not yet --- August 2008] Order a trade paperback copy from Amazon.com [Not yet --- August 2008] | Available now for download | Jan 2008 |
So far there have been over 13,000 downloads of these texts. Please be sure to write the authors to let them know how you are using the material.
OLD EXAMINATIONS and HOMEWORK ASSIGNMENTS for Elementary Real Analysis. [DOWNLOAD PDF FILE]
This is just an unedited collection of old material used in teaching and examining real analysis courses at the elementary level. There is
a high degree of redundancy in the material but it may be useful if you are studying or teaching from our elementary book. Instructors:
please request the LaTeX source file if you wish to collect some of these items for your own use.
"Some history behind two priceless Preiss theorems". Download AUDIO and SLIDES here.
A. M. Bruckner, Differentiation of Integrals, The Twelfth HERBERT ELLSWORTH SLAUGHT MEMORIAL PAPER
Published as a supplement to the AMERICAN MATHEMATICAL MONTHLY
Volume 78, November, 1971, Number 9. [Download PDF file]
A. M. Bruckner and J. Leonard, Derivatives, The American Mathematical Monthly, Vol. 73, No. 4, (Apr., 1966), pp.
24-56. [Download PDF file]
DRIP RESOURCES: SMITHEE FILES
Alan Smithee, Quiz. Download PDF File
Alan Smithee, Integral Calculus (2007) (135 pages) Download PDF File
Alan Smithee, Fundamental Program of the Calculus (2007). (230 pages) Download PDF File
ADDITIONAL DRIP RESOURCES
Thomson, Brian S., Rethinking the elementary real analysis course, American Math. Monthly, June/July 2007.
[Download PDF File] Read Peter Bullen's Math Review of this article.
Thomson, Brian S. The natural integral on the real line, Scientiae Mathematicae Japonicae (2008) [to appear].
Special issue honoring the late Ralph Henstock. Request a PDF preprint from the author.
Rudolf Vyborny, Fifty years of Kurzweil integration, talk at Louvain conference. [Download slides] Rudolf Vyborny, Minipaper on the Kurzweil integral. [Download paper]
tools for teaching this theory.
This page was last modified on Monday, April 28, 2008 11:05:18 AM