بررسی تغییرات الگوی هندسی رودخانه قزل¬اوزن با استفاده از تحلیل هندسه فراکتال

1ـ بریچ، جان، اس (1387) «رودخانه­ها و دشت­های سیلابی»، ترجمه محمدحسن رضایی مقدم و مهدی ثقفی، انتشارات سمت.

2ـ رسـولی، علی­اکـبر (1387)، «مبانیسنجشازدورکاربـردیباتأکیدبرپردازشتصاویرماهواره­ای»، انتشارات دانشگاه تبریز، چاپ اول.

3ـ عبدی، پ (1385)، «ارزیابی عملکرد آبشکن­های احداثی بر روی رودخانه­ها در استان زنجان»، هفتمین کنگره بین­المللی مهندسی عمران.

4ـ نیکویی، احسان؛ حیدری، مهدی؛ طالب بیدختی، ناصر و حکمت­زاده، علی­اکبر (1387)، «هندسه فراکتالی در مهندسی رودخانه: ایده­ها»، مفاهیم اساسی و دستاوردها، چهارمین کنگره مهندسی عمران، دانشگاه تهران، اردیبهشت 1387.

5- Allen, M., Brown, G.J., Miles, N.J., (1995), “Measurement of Boundary Fractal Dimensions: Review of Current Techniques”, Powder Technology, 84(1) pp 1-14.

6- Beauvais, A., Montgomery, D.R., (1996), “Influence of Valley Type on the Scaling Properties of River Plan Forms”, Water Resour, Res. 32, pp 1441-1448.

7- Buczkowski, S., Hildgen P., Cartilier, L., (1998), “Measurement of Fractal Dimension by Box-Counting a Critical Aanalysis of Data Scatter”, Physica A 252(1), pp 23-34.

8- Cook, R.U. and Doornkamp, J.C. (1990), “Geomorphology in Environment Management”, Second Edition, Clarendon Press, Oxford.  Pp. 100-105

9- De Bartolo, S.G., Veltri. M. and Primavera, L. (2006), “Estimated Generalized Dimensions of River Network”, Journal of Hydrology, 322 pp 181-191.

10- Ede J. Ijjasz-Vasquez, Rafael L. Bras, Ignacio Rodriguez-Iturbe (1994), “Self-affine Scaling of Fractal River Courses and Basin Boundaries”, Physica A: Statistical and Theoretical Physics, Volume 209, Issues 3-4, 1, Pp 288-300

11- Frankhauser P., )2004(, “Comparing the Morphology of urban Patterns in Europe: a Fractal Approach”, European Cities - Insights on outskirts, A. Borsdorf and P. Zembri (Eds), Report COST Action 10 Urban Civil Engineering, Vol. 2 "Structures", Brussels, 79-105.

12- Friend, P.F. and Sinha, R., (1993), “Bariding and meandering Parameters”, In: Braided Rivers, Edited by: Best, J.L. and Bristow, C.S., The Geological Society, London, No. 75, Pp.105-111.

13- Grassberger, P., (1983), “On efficient Box Counting Slgorithms”, Int. J. Mod. Phys. C 4, 515-523.

14- Klinkenberg, B. (1994), “A Review of Methods Used to Determine the Fractal Dimensions of Linear Features”, Mathematical Geology, Vol 26(1). Pp 23-46.

15- La Barbera. P. and Ross, R. (1989), “On the Fractal Dimension of Stream Networks”, Water Resources Research, 25(4) pp 735-741.

16- Liebovitch, L.S., Tibor, T., (1989), “A Fast Algorithm to Determine Fractal Dimensions by Box-Counting”, Physics Letters A 141(8/9) pp 386-390.

17- Nikora, V., Sapozhinov, V.B., Noever, D.A., (1993), “Fractal Geometry of IndividualRiver Channels and its Computer Simulation”, Water Resour. Res. 29, pp: 3561-3568.

18- Rasouli, A.A. (2007), “Modeling of UrmiaLake Coastal Change by Appling an Integrated RS/GIS Approach”, GIS for the Coastal Zone; A Selection of Papers from CoastGIS 2006, University of Wollongong: 13-16 July 2006, Australia.

19- Roach, D.E., Fowler, A.D., (1993), “Dimensionality Analysis of Patterns: Fractal Measurements”, Computer & Geosciences, 19 (26), pp 849-869.

20- Shang P. and kamae S. (2005), “Fractal Nature of Time Series in the Sediment Transport Phenomenon”, Chaos Solitions & Fractals 26, pp 997-1007.

21- Shen, X.H, L.J. Zou, G.F. Zhang, N. Su, W.Y. Wu, S.F. Yang (2011), “Fractal Characteristics of the Main Channel of Yellow River and Its Relation to Regional Tectonic Evolution”, Geomorphology, 127 pp 64-70.

22- Shen, X.H., Zou, L.J., Li, H.S., (2002), “Successive Shift box-counting Method for Calculating Fractal Dimension and Its Application in Identification of Fault”, Acta Geol, Sin.-Engl. 76, pp 257-263.

23- Snow, R.S., (1989), “Fractal Sinuosity of Stream Channels”, Pure Appl. Geophys, 131, 99-109.

24- Stevan H. Strogatz (1994), “Nonlinear Dynamics and Chaos (with Applications to Physics”, Biology, Chemistry, and Engineering), Persuse Books, Reading, Massachustts, P 505.

25- Tarboton, D.G., (1996). “FractalRiver Networks, Horton's Laws and Tokunaga Cyclicity”, J. Hydrol, 187, pp 105-117.

26- Thomas I., Frankhauser P. and Badariotti D. (2007), “Comparing the Fractality of European urban Districts: Do National Processes Matter?” Paper Presented at ERSA Meeting in Paris and at ECTQG Meeting in Montreux, It Is Internet Doc and Is No Page Number.

27- Thomas I., Tannier C., Frankhauser P. (2008), “Is There a Link between Fractal Dimensions and other Indicators of the Built-up Environment at a Regional Level”, Cybergeo: European Journal of Geography, 413, 24 p.

28- Turcotte, D.L., (1992), “Fractal and Chaos in Geology and Geophysics”, GeophysicsCombridgeUniversity Press, Combridge, P 121.

29- Winarso, G.M. and Budhiman, S. (2001), “The Potential Application of Remote Sensing Data for Coastal Study”, 22^nd Asian Conference on Remote Sensing, 5-9 November 2001, Singapore.