References
- Altmann , G. 1980 . Prolegomena to Menzerath's law . Glottometrika , 2 : 1 – 10 .
- Altmann , G. , Schwibbe , M. H. and Kaumanns , W. 1989 . Das Menzerathsche Gesetz in informationsverarbeitenden Systemen , Hildesheim : Olms .
- Andres , J. and Fišer , J. 2004 . Metric and topological multivalued fractals . International Journal of Bifurcations and Chaos , 14 ( 4 ) : 1277 – 1289 .
- Andres , J. , Fišer , J. , Gabor , G. and Leśniak , K. 2005 . Multivalued fractals . Chaos, Solitons and Fractals , 24 ( 3 ) : 665 – 700 .
- Andres , J. and Górniewicz , L. 2003 . Topological Fixed Point Principles for Boundary Value Problems , Dordrecht : Kluwer .
- Andres , J. and Väth , M. 2007 . Calculation of Lefschetz and Nielsen numbers in hyperspaces for fractals and dynamical systems . Proceedings of the American Mathematical Society , 135 ( 2 ) : 479 – 487 .
- Barnsley , M. F. 1988 . Fractals Everywhere , New York : Academic Press .
- Barnsley , M. F. 2006 . Superfractals , Cambridge : Cambridge University Press .
- Cooper , D. L. 1999 . Linguistic Attractors: The Cognitive Dynamics of Language Acquisition and Change , Amsterdam : John Benjamins Publishing Company .
- Crovisier , S. and Rams , M. 2006 . IFS attractors and Cantor sets . Topology and its Applications , 153 ( 11 ) : 1849 – 1859 .
- Engelking , R. 1978 . Dimension Theory , Amsterdam : North Holland .
- Falconer , K. J. 1985 . The Geometry of Fractal Sets , Cambridge : Cambridge University Press .
- Falconer , K. J. 1990 . Fractal Geometry, Mathematical Foundations and Applications , New York : J. Wiley .
- Feder , J. 1988 . Fractals , New York : Plenum Press .
- Ferraro , P. , Godin , C. and Prusinkiewicz , P. 2005 . Toward the quantification of self-similarity in plants . Fractals , 13 ( 2 ) : 91 – 109 .
- Garcia , E. 2005 . “ The Fractal Nature of Semantics. Series of articles ” . Retrieved 2008, from http://www.miislita.com
- Hofstadter , D. 1979 . Gödel, Escher, Bach: An Eternal Golden Braid , New York : Basic Books .
- Hofstadter , D. 2007 . I Am Strange Loop , New York : Basic Books .
- Holan , V. 1967 . Na sotnach , Prague : KPP .
- Hřebíček , L. 1992 . Text in Communication: Supra-Sentence Structures , Bochum : Brockmeyer .
- Hřebíček , L. 1994 . Fractals in language . Journal of Quantitative Linguistics , 1 ( 1 ) : 82 – 86 .
- Hřebíček , L. 1997 . Lectures on Text Theory , Prague : Oriental Institute of Academy of Sciences of the Czech Republic .
- Hřebíček , L. 1998 . Language fractals and measurement in texts . Archív Orientální , 66 : 233 – 242 .
- Hřebíček , L. 2002 . Stories about Linguistics Experiments with the Text , Prague : Academia (in Czech) .
- Hutchinson , J. E. 1981 . Fractals and self similarity . Indiana Univiversity Mathematical Journal , 30 ( 5 ) : 713 – 747 .
- Jelinek , H. F. , Jones , C. L. , Warfel , M. D. , Lucas , C. , Depardieu , C. and Aurel , G. 2006 . Understanding fractal analysis? The case of fractal linguistics . Complexus , 3 : 66 – 73 .
- Köhler , R. 1995 . Masseinheiten, Dimensionen und fraktale Strukturen in der Linguistik, Zeit . Empirische Textforschung , 2 : 5 – 6 .
- Köhler , R. 1997 . Are there fractal structures in language? Units of measurement and dimensions in linguistics . Journal of Quantitative Linguistics , 4 ( 1–3 ) : 122 – 125 .
- Köhler , R. 2008 . “ The fractal dimension in script: An experiment ” . In Analyses of Script, Properties of Characters and Writing Systems , Edited by: Altmann , G. and Fengxiang , Fan . 115 – 120 . Berlin : de Gruyter .
- Kwieciński , M. 1999 . A locally connected continuum which is not an IFS attractor . Bulletin of the Polish Academy of Sciences , 47 : 127 – 132 .
- Leopold , E. 2001 . “ Fractal structure in language ” . In The Question of the Imbedding Space. Text as a Linguistic Paradigm: Levels, Constituents, Construents , Edited by: Köhler , R. , Uhlířová , L. and Wimmer , J. 163 – 176 . Trier : Wissenschaftlicher Verlag Trier (WVT) . Festschrift in honour of Luděk Hřebíček
- Levy , S. D. 2004 . “ Neuro-fractal composition of meaning: toward a Collage theorem for language ” . In Brain Inspired Cognitive Systems 2004 , Edited by: Hussain , A. , Smith , L. S. and Alexander , I. Amsterdam : Elsevier .
- Lasota , A. and Myjak , J. 1999 . Fractals, semifractals and Markov operators . International Journal of Bifurcations and Chaos , 9 ( 2 ) : 307 – 325 .
- Mandelbrot , B. B. 1983 . The Fractal Geometry of Nature , New York : Freeman and Comp .
- Mandelbrot , B. B. 2000 . Les objects fractals. Forme, hasard et dimension , Paris : Flammarion (first edition 1975) .
- Mandelbrot , B. B. 2004 . Fractals and Chaos. The Mandelbrot Set and Beyond , Berlin : Springer .
- Meara , P. 2001 . Review of linguistic attractors: The cognitive dynamics of language acquisition and change . The Modern Language Review , 92 ( 2 ) : 597 – 598 .
- Meyerson , M. D. 1998 . Visualizing space-filling curves with fractals (as limits of curves of continuously varying dimension) . Communications in Visual Mathematics , 1 ( 1 ) : 2 – 5 .
- Myjak , J. and Szarek , T. 2003 . On the Hausdorff dimension of Cantorlike sets with overlaps . Chaos Solitons Fractals , 18 ( 2 ) : 329 – 333 .
- Perry , L. D. S. January 24 1997 . Research Topic Approval , January 24 , Department of Computer Science, Mississipi State University . Retrieved 2008, from http://www.lynellen.com/write/restopic.html
- Peitgen , H.-O. , Jürgens , H. and Saupe , D. 1988 . Chaos and Fractals, New Frontiers of Science , Berlin : Springer .
- Shanon , B. 1993 . Fractal patterns in language . New Ideas in Psychology , 11 ( 1 ) : 105 – 109 .
- Schori , R. M. and West , J. E. 1975 . The hyperspace of the closed unit interval is a Hilbert cube . Transactions of the American Mathematical Society , 213 : 217 – 235 .
- Stevens , W. 1917 . Harmonium , New York : Alfred A. Knopf .
- Tabor , W. 2000 . Fractal encoding of context-free grammars in connectionist networks . Expert Systems: The International Journal of Knowledge Engineering and Neural Networks , 17 ( 1 ) : 41 – 56 .