Alloiteau J (1952) Embranchement des coelentérés. In: Piveteau J (ed) Traité de Paléontologie. Masson, Paris, pp 376–684
Google Scholar
Alloiteau J (1957) Contribution à la systématique des madréporaires fossiles. C.N.R.S. éds, Paris
Google Scholar
Basillais E (1997) Coral surfaces and fractal dimensions: a new method. Compt Rendus Acad Sci III Sci Vie 320:653–657
Google Scholar
Basillais E (1998) Functional role of the fractal morphology of corals: a full model of the nutrient turbulent diffusion fluxes to a coral reef. Compt Rendus Acad Sci III Sci Vie 321:295–298
Google Scholar
Bookstein FL (1991) Morphometric tools for landmark data geometry and biology. Cambridge University Press, Cambridge
Google Scholar
Bosellini FR, Stemann TA (1996) Autecological significance of growth form in the scleractinian Actinacis rollei Reuss (Oligocene, Lessini Mountains, Northern Italy). Boll Soc Paleontol Ital Vol Sp 3:31–43
Google Scholar
Bradbury RH, Reichelt RE (1983) Fractal dimension of a coral reef at ecological scales. Mar Ecol Prog Ser 10:169–171
Google Scholar
Budd FA (1979) Phenotypic plasticity in the reef corals Montastraea annularis (Ellis & Solander) and Siderastrea siderea (Ellis & Solander). J Exp Mar Biol Ecol 39:25–54
Article
Google Scholar
Budd AF (1993) Variation within and among morphospecies of Montastraea. Cour Forsch Inst Senckenberg 164:241–254
Google Scholar
Budd AF, Johnson KG (1996) Recognizing species of late Cenozoic Scleractinia and their evolutionary patterns. Paleontol Soc Pap 1:59–79
Google Scholar
Budd AF, Klaus JS (2001) The origin and early evolution of the Montastraea “annularis” species complex (Anthozoa: Scleractinia). J Paleontol 75:527–545
Article
Google Scholar
Budd AF, Pandolfi JM (2004) Overlapping species boundaries and hybridization within the Montastraea “annularis” reef coral complex in the Pleistocene of the Bahama Islands. Paleobiology 30:396–425
Article
Google Scholar
Budd AF, Johnson KG, Potts DC (1994) Recognizing morphospecies in colonial reef corals: I- Landmark-based methods. Paleobiology 20:484–505
Google Scholar
Chevalier JP (1971) Les scléractiniaires de la Mélanésie française. Expédition française sur les récifs coralliens de la Nouvelle-Calédonie. Editions de la Fondation Singer-Polignac, Paris
Google Scholar
Feder J (1988) Fractals. Plenum Press, New York
Google Scholar
Gill GA (1967) Madréporaires. II. Quelques précisions sur les septes perforés des polypiers mésozoïques. Mem Soc Geol Fr 106:58–81
Google Scholar
Gill GA, Lafuste JG (1971) Madréporaires simples du Dogger d’Afghanistan: étude sur les structures de type Montlivaltia. Mem Soc Geol Fr NS 115:1–40
Google Scholar
Gouyet JF (1992) Physique et structures fractales, Paris
Jelinek HF, Fernandez E (1998) Neurons and fractals: how reliable and useful are calculations of fractal dimensions? J Neurosci Methods 81:9–18
Article
Google Scholar
Kaandorp JA (1994) Fractal modelling growth and form in biology. Springer, Heidelberg
Google Scholar
Kaandorp JA, Kübler JE (2001) The algorithmic beauty of seeweeds, sponges, and corals. Springer, Heidelberg
Google Scholar
Kaandorp JA, Sloot PMA (2001) Morphological models of radiate accretive growth and the influence of hydrodynamics. J Theor Biol 209:257–274
Article
Google Scholar
Kaye BH (1978) Specification of the ruggedness and/or texture of a fine particle profile by its fractal dimension. Powder Tech 21:1–16
Article
Google Scholar
Kaye BH (1986) The description of two-dimensional rugged boundaries in fine particle science by means of fractal dimensions. Powder Tech 46:245–254
Article
Google Scholar
Kaye BH (1989) A random walk through fractal dimensions, 1st edn. VCH Publisher, Weinheim
Google Scholar
Kaye BH (1994) A random walk through fractal dimensions, 2nd edn. Wiley, Chichester
Google Scholar
Kaye BH, Clark GG, Kydar Y (1994) Strategies for evaluating boundary fractal dimensions by computer aided image analysis. Part Part Syst Char 11:411–418
Article
Google Scholar
Knowlton N, Weil LA, Guzman HM (1992) Sibling species in Montastrea annularis, coral bleaching, and the coral climate record. Science 255:330–333
Article
Google Scholar
Koby F (1880–1889) Monographie des polypiers jurassiques de la Suisse. Mémoires de la Société Paléontologique Suisse 7–16:1–582
Lathuilière B (1988) Analyse de populations d’isastrées bajociennes (scléractiniaires jurassiques de France). Conséquences taxonomiques stratigraphiques et paléoécologiques. Geobios (Paris) 21:269–305
Article
Google Scholar
Lathuilière B (1990) Periseris, scléractiniaire colonial jurassique. Révision structurale et taxinomie de populations bajociennes de l’est de la France. Geobios (Paris) 23:33–55
Article
Google Scholar
Lathuilière B (2000a) Coraux constructeurs du Bajocien inférieur de France, 1ère partie. Geobios (Paris) 33:51–72
Article
Google Scholar
Lathuilière B (2000b) Coraux constructeurs du Bajocien inférieur de France, 2ème partie. Geobios (Paris) 33:153–181
Article
Google Scholar
Lathuilière B, Budd AF (1994) Analyse d’image et analyse morphofonctionnelle des coraux. Compt Rendus Acad Sci IIA Sci Ter Plan 318:1273–1276
Google Scholar
Lathuilière B, Gill GA (1998) Dendraraea corail scléractiniaire branchu jurassique: structure systématique, écologie. Palaeontogr Abt A Palaeozool-Stratigr 248:145–162
Google Scholar
Liebovitch LS, Toth T (1989) A fast algorithm to determine fractal dimensions by box-counting. Phys Lett 141:386–390
Article
Google Scholar
Losa GA, Nonnenmacher TF, Merlini D, Weibel ER (eds) (1997) Fractals in biology and medicine, vol II. Birkhaeuser, Basel
Losa GA, Merlini D, Nonnenmacher TF, Weibel ER (eds) (2002) Fractals in biology and medicine, vol III. Birkhaeuser, Basel
Mancuso S (2001) The fractal dimension of grapevine leaves as a tool for ampelographic research. HarFA—Harmonic and Fractal Image Analysis 6–8
Mandelbrot BB (1983) The fractal geometry of nature. Freeman, W.H., New York
Google Scholar
Marchand-Stiévenart J (1979) Etude de la variabilité du squelette chez les madrépores. Ph.D. thesis Université de Liège, p 264
Marcus LF, Corti M, Loy A, Naylor GJP, Slice DE (eds.) (1996) Advances in morphometrics. NATO ASI series, Plenum Press, New York
Martin-Garin B (2005) Climatic control of Oxfordian coral reef distribution in the Tethys Ocean. Including a comparative survey of recent coral communities (Indian Ocean) and a new method of coral morphometrics based on fractal dimensions. Ph.D. thesis Universität Bern, p 253
Martin-Garin B, Lathuilière B, Geister J (2002) Récifs, coraux et climats oxfordiens de la Téthys. Doc Lab Geol Facul Sci Lyon 156:154–155
Google Scholar
Maté JL (2003) Ecological, genetic, and morphological differences among three Pavona (Cnidaria: Anthozoa) species from the Pacific coast of Panama. I. P. varians, P. chiriqiensis, and P. frondifera. Mar Biol 142:427–440
Google Scholar
McEvoy H, Kaandorp JA (1996) On modeling environmentally-sensitive growth forms and cellular automata using multiset transformation. Fractals 4:509–520
Article
Google Scholar
Merks R, Hoekstra A, Kaandorp J, Sloot P (2003) Models of coral growth: spontaneous branching, compactification and the Laplacian growth assumption. J Theor Biol 224:153–166
Article
Google Scholar
Michelin H (1840–1848) Iconographie zoophytologique. Description par localités et terrains des polypiers fossiles de France. Bertrand Editions, Paris
Morse DR, Lawton JH, Dodson MM, Williamson MH (1985) Fractal dimension of vegetation and the distribution of arthropod body lengths. Nature 314:731–733
Article
Google Scholar
Moussa B (1999) Biometrics analysis of variation in spatangoid echinoid Linthia from the Maastrichtian and Paleocene of the Lullemmeden Basin, Niger, West Africa. In: Daniela M, Candia C, Bonasero F (eds) Echinoderm Research 1998, Rotterdam, pp 341–346
Murray JD (1991) Mathematical biology. Springer, Heidelberg
Google Scholar
Nonnenmacher TF, Losa GA, Weibel ER (eds) (1994) Fractals in biology and medicine, vol I. Birkhaeuser, Basel
d’Orbigny A (1850) Prodrome de paléontologie stratigraphique universelle des animaux mollusques et rayonnés. Masson, Paris
Google Scholar
Pandey DK, Lathuilière B (1997) Variability in Epistreptophyllum from the Middle Jurassic of Kachchh, Western India: an open question for the taxonomy of Mesozoic scleractinian corals. J Paleontol 71:564–577
Google Scholar
Pandey DK, McRoberts CA, Pandit MK (1999) Dimorpharaea (Scleractinia, Anthozoa) from the Middle Jurassic of Kachchh, India. J Paleontol 73:1015–1028
Google Scholar
Potts DC, Budd AF, Garthwaite RL (1993) Soft tissue vs. skeletal approaches to species recognition and phylogeny reconstruction in corals. Cour Forsch Inst Senckenberg 164:221–229
Google Scholar
Prusinkiewicz P (1993) Modeling and visualization of biological structures. In: Proceeding of Graphics Interface, pp 128–137
Prusinkiewicz P, Hammel M, Hanan J, Mech R (1996) Visual models of plant development. In: Rozenberg G, Salomaa A (eds) Handbook of formal languages. Springer, Berlin, pp 1–67
Google Scholar
Purkis SJ, Riegl BM, Andréfouët S (2005) Remote sensing of geomorphology and facies patterns on a modern carbonate ramp (Arabian Gulf, Dubai, U.A.E.). J Sediment Res 75:861–876
Article
Google Scholar
Purkis SJ, Riegl BM, Dodge RE (2006) Fractal patterns of coral communities: evidence from remote sensing. In: Proc 10th Int Coral Reef Symp, pp 1753–1762
Rohlf FJ (1990) Fitting curves to outlines. In: Rohlf FJ, Bookstein FL (eds) 2nd Michigan morphometrics workshop. Museum of Zoology, University of Michigan, pp 167–177
Rohlf FJ, Slice D (1990) Extensions of the Procrustes method for the optimal superimposition of landmarks. Syst Zool 39:40–59
Article
Google Scholar
Sedlák O, Zmeškal O, Komendová B, Dzik P (2002) HarFA—The use of fractal analysis for the determination of cell diameter—model calculation. HarFA—Harmonic and Fractal Image Analysis 19–20
Slice D (1993) The fractal analysis of shape. In: Marcus LF, Bello E, Garciá-Valdecasas A (eds) Contributions to morphometrics. Mus Nac Cienc Nat, Madrid, pp 166–190
Google Scholar
Smith Jr TG, Marks WB, Lang GD, Sheriff Jr WH, Neal EA (1989) A fractal analysis of cell images. J Neurosci Methods 27:173–180
Article
Google Scholar
Teich MC, Lowen SB (1994) Fractal patterns in auditory nerve-spike trains. IEEE Eng Med Biol Mag 13:197–202
Article
Google Scholar
Tricot C (1982) Two definitions of fractional dimension. Math Proc Camb Phil Soc 91:57–74
Article
Google Scholar
van Veghel MLJ, Bak RPM (1993) Intraspecific variation of a dominant Caribbean reef building coral. Montastrea annularis: genetic, behavioral and morphometric aspects. Mar Ecol Prog Ser 92:255–265
Google Scholar
Verrecchia EP (1996) Morphometry of microstromatolites in calcrete laminar crusts and a fractal model of their growth. Math Geol 28:87–109
Article
Google Scholar
Verrecchia EP, Van Grootel G, Guillemet G (1996) Classification of Chitinozoa (llandoverian, Canada) using image analysis. Microsc Microanal Microstruct 7:461–466
Article
Google Scholar
Veselá M, Zmeškal O, Veselý M, Nežádal M (2002) The use of fractal analysis for the determination of yeast cell diameter. HarFA—Harmonic and Fractal Image Analysis:21–22
Vicsek T (1992) Fractal growth phenomena, 2nd edn. World Scientific, Budapest
Google Scholar
Vlcek J, Cheung E (1986) Fractal analysis of leaf shapes. Can J For Res 16:124–127
Article
Google Scholar
Wolfram S (2002) A new kind of science. Wolfram Media, Incorporation, Champaign
Google Scholar
Zmeškal O, Nežádal M, Buchnícek M, Bzatek T (2001a) HarFA—Harmonic and Fractal Image Analyser, software. http://www.fch.vutbr.cz/lectures/imagesci/. University of Technology, Brno
Zmeškal O, Veselý M, Nežádal M, Buchnícek M (2001b) Fractal analysis of image structures. HarFA—Harmonic and Fractal Image Analysis 3–5