Journal of Materials Science and Engineering with Advanced Technology[1] D. Guede, P. González and J. R. Caeiro, Biomecánica y hueso (1):
Conceptos básicos y ensayos mecánicos clásicos, Rev. Osteoporos.
Metab. Miner. 5(1) (2013), 43-50. ISSN: 1889-836X.
http://dx.doi.org/10.4321/S1889-836X2013000100008
[2] J. Ríos-Díaz, J. R. Caeiro Rey, J. J. Martínez Payá, S. Dapía
Robleda and M. E. Del Baño Aledo, Relación entre las variables
morfo-estructurales de dimensión fractal, lacunaridad y entropía en
el hueso trabecular de la porción proximal del fémur,
Revista Española de Enfermedades Metabólicas Oseas. 18(01) (2009).
Doi:10.1016/S1132-8460(09)70764-0.
[3] Khaled Harrar and Hamami Latifa, The fractal dimension correlated
to the bone mineral density, Journal Wseas Transactions on Signal
Processing 4(3) (2008). ISSN: 1790-5052. E-ISSN: 2224-3488.
[4] Sanjay Mishra, Andrea E. Tami and Melissa L. Knothe, Fractal
Analysis of Bone Cell Syncytium in Normal and Diseased Bone, 2003
Summer Bioengineering Conference, June 25-29, Sonesta Beach Resort in
Key Biscayne, Florida. USA.
www.tulane.edu/~sbc2003/pdfdocs/0293.PD
[5] Hyeon-Ju Kang, Song-Wha Jeong, Bong-Hye Jo, Yong-Deok Kim and
Seong Sik Kim, Observation of trabecular changes of the mandible after
orthognathic surgery using fractal analysis, Journal of the Korean
Association of Oral Maxillofacial Surgeons 38 (2012), 96-100. P-ISSN:
2234-7550. E-ISSN: 2234-5930.
http://dx.doi.org/10.5125/jkaoms.2012.38.2.96
[6] S. B. Wells Webster, Nueva Trigonometría Plana y Esférica, D. C.
HEATH & Cía., Editors. Boston, 1917.
http://www.biblioises.com.ar/Contenido/500/520/Astr
ometria.pdf
[7] Berrosco Manuel, Ramírez María Eva, Enríques-Salamanca José
Manuel and Pérez-Peña Alejandro, Notas y Apuntes de Trigonometría
Esférica y Astronomía de Posición, Laboratorio de Astronomía y
Geodesia, Departamento de Matemáticas, Facultad de Ciencias,
Universidad de Cádiz. España, 2003.
[8] H. O. Peitgen, H. Jürgen and D. Saupe, Fractals for the
Classroom, Introduction to Fractals and Chaos, Ed. Springer-Verlag,
Second Edition, Part Two, New York, USA, 1993. ISBN: 3-540-97041-X.
[9] V. Talanquer, Fractus, fracta, fractales, Fractales de laberintos
y espejos, Fondo de Cultura Económica, Núm. 147(2a), Edición,
México, 2002. ISBN: 968-16-6367-4.
[10] B. B. Mandelbrot, Multifractals and 1/f Noise, Springer-Verlag,
1999. ISBN: 0-387-98539-5.
[11] F. Casanova del Angel and J. Retama Velasco, Fractal cracks
propagation in aluminum, Modeling and Numerical Simulation of Material
Science 3(3A) (2013), 23-32. Doi: 10.4236/mnsms.2013.33A004.
[12] A. R. Imre and J. Bogaert, The fractal dimension as a measure of
the quality of habitats, Acta Biometrica 52 (2004), 41-56; Kluwer
Academic Publishers, Printed in the Netherlands.
[13] Duanwen Shi, Jian Jiang, Enke Tian and Chiwei Lung,
Perimeter-area relation and fractal dimension of fracture surfaces,
Journal of Materials Science & Technology 13(5) (1997), 443-445. ISSN:
1005-0302.
[14] A. Annadhason, Methods of fractal dimension computation,
International Journal of Computer Science and Information Technology &
Security 2(1) (2012), 166-169. ISSN: 2249-9555
[15] Bourke Paul, Fractal Dimension Calculator, 2003.
http://palubourke.net/fractals/fracdim/
[16] Benoit 1.3. (2008). TruSoft Int’l Inc. USA. www.trusoft.com
