• Corpus ID: 44377897

FRACTALS AND SELF

@inproceedings{HutchinsonFRACTALSAS,
  title={FRACTALS AND SELF},
  author={John E. Hutchinson}
}

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References

SHOWING 1-9 OF 9 REFERENCES
Geometric Measure Theory
Introduction Chapter 1 Grassmann algebra 1.1 Tensor products 1.2 Graded algebras 1.3 Teh exterior algebra of a vectorspace 1.4 Alternating forms and duality 1.5 Interior multiplications 1.6 Simple
Fractals
Constructing an Atlas of Self Similar Sets
  • B.A. Thesis, Princeton
  • 1979
Les courbes planes ou gauches et les surfaces composées de parties semblables au tout
  • Journal de l’Ecole Polytechnique Série III 7-8 (1938), 227-291. Reprinted in “Oeuvres de Paul Lévy” Vol. II, (D. Dugué, P. Deheuvels & M. Ibéro, Eds.) pp. 331–394, Gauthier Villars, Paris, Bruxelles and Montréal
  • 1973
Additive functions of intervals and Hausdorff measure
Consider bounded sets of points in a Euclidean space R q of q dimensions. Let h(t) be a continuous increasing function, positive for t >0, and such that h (0) = 0. Then the Hausdroff measure h–mE of