Last edited 09nov13 by semibra2@illinois.edu
Find this document at http://new.math.uiuc.edu/math198/MA198-2013/semibra2/
Bibliography:
1. Baker, Martin John. (2012). 3D Theory - OpenGL Rendering. Retrieved from http://www.euclideanspace.com/threed/rendering/opengl/
2. Burns, Joe. (2012). So You Want A Page Jump, Huh?. Retrieved from http://www.htmlgoodies.com/tutorials/getting_started/article.php/3479511
3. Callister, William D. & Rethwisch, David G. (2012) Hoboken, NJ: John Wiley & Sons, Inc.
4. Fathauer, Robert. ”Fractal Crystal Sculpture” (2007). Retrieved from http://mathartfun.com/shopsite sc/store/html/Art/FractalCrystalArt.html
5. Ivanova, V.S., I.J Bunin and V.I. Nosenko. (1998). JOM, 50 (1), 52-54. Retrieved from http://link.springer.com/article/10.1007%2Fs11837-998 -0068-1
6. Khanbareh. H. (2011, December). Fractal Dimension Analysis of Grain Boundaries of 7XXX Aluminum Alloys and Its Relationship to Fracture Toughness. Retrieved from http://www.lr.tudelft.nl//fileadmin/Faculteit/LR/Images/NovAM/Pictures research/MSc projects/Hamide thesis.pdf
7. Kruhl, J.H. & Nega, M. (1996). Geologische Rundschau, 85, 38-43. DOI:10.1007/ BF00192058
8. Meakin, Paul. (1986). ”Fractal scaling in thin film condensation and material surfaces” Critical Reviews in Solid State and Materials Sciences, 13(2), 148-189. DOI:10.1080/01611598608241265
9. Sweeney, J. (2008, October). 3D Koch Snowflake. Retrieved from http://www.3dvision.com/wordpress/2008/10/30/3d-koch-snowflake/
10. Wahl, Bernt Rainer. Chapter 4: Calculating Fractal Dimensions. Retrieved from http://www.wahl.org/fe/HTML_version/link/FE4W/c4.htm
11. Weisstein, Eric W. (2013). Koch Snowflake. Retrieved from http://mathworld.wolfram.com/KochSnowflake.html