The calculus of fractal interpolation functions MF Barnsley, AN Harrington Journal of Approximation Theory 57 (1), 14-34, 1989 | 258 | 1989 |

A Mandelbrot set for pairs of linear maps MF Barnsley, AN Harrington Physica D: Nonlinear Phenomena 15 (3), 421-432, 1985 | 68 | 1985 |

Orthogonal polynomials associated with invariant measures on Julia sets MF Barnsley, JS Geronimo, AN Harrington Bulletin (New Series) of the American Mathematical Society 7 (2), 381-384, 1982 | 66 | 1982 |

Almost periodic Jacobi matrices associated with Julia sets for polynomials MF Barnsley, JS Geronimo, AN Harrington Communications in mathematical physics 99 (3), 303-317, 1985 | 45 | 1985 |

On the invariant sets of a family of quadratic maps MF Barnsley, JS Geronimo, AN Harrington Communications in Mathematical Physics 88 (4), 479-501, 1983 | 44 | 1983 |

Infinite-dimensional Jacobi matrices associated with Julia sets MF Barnsley, JS Geronimo, AN Harrington Proceedings of the American Mathematical Society 88 (4), 625-630, 1983 | 42 | 1983 |

Geometry, electrostatic measure and orthogonal polynomials on Julia sets for polynomials MF Barnsley, JS Geronimo, AN Harrington Ergodic Theory and Dynamical Systems 3 (4), 509-520, 1983 | 24 | 1983 |

Moments of balanced measures on Julia sets MF Barnsley, AN Harrington Transactions of the American Mathematical Society 284 (1), 271-280, 1984 | 23 | 1984 |

Conformal mappings onto domains with arbitrarily specified boundary shapes AN Harrington Journal d’Analyse Mathématique 41 (1), 39-53, 1982 | 18 | 1982 |

The dilatation of an extremal quasi-conformal mapping A Harrington, M Ortel Duke Mathematical Journal 43 (3), 533-544, 1976 | 16 | 1976 |

Geometrical and electrical properties of some Julia sets MF Barnsley, JS Geronimo, AN Harrington Classical and Quantum Models and Arithmetic Problems, 1-68, 2018 | 11 | 2018 |

Some tree-like Julia sets and Padé approximants MF Barnsley, JS Geronimo, AN Harrington letters in mathematical physics 7 (4), 279-286, 1983 | 11 | 1983 |

Condensed Julia sets, with an application to a fractal lattice model Hamiltonian MF Barnsley, JS Geronimo, AN Harrington Transactions of the American Mathematical Society 288 (2), 537-561, 1985 | 9 | 1985 |

Geometry and combinatorics of Julia sets of real quadratic maps MF Barnsley, JS Geronimo, AN Harrington Journal of statistical physics 37 (1), 51-92, 1984 | 9 | 1984 |

Two extremal problems A Harrington, M Ortel Transactions of the American Mathematical Society, 159-167, 1976 | 9 | 1976 |

Conformal mappings onto multiply connected regions with specified boundary shapes: a preliminary discussion of computer implementation A Harrington GEORGIA INST OF TECH ATLANTA SCHOOL OF MATHEMATICS, 1982 | 2 | 1982 |

Approximation Theory on a Snowflake MF Barnsley, JS Geronimo, AN Harrington, LD Dager Multivariate Approximation Theory II, 37-41, 1982 | 2 | 1982 |

Some extremal problems in conformal and quasiconformal mapping. AN Harrington Michigan Mathematical Journal 27 (1), 95-116, 1980 | 1 | 1980 |

Conformal mapping of multiply connected regions onto regions with specified boundary shapes AN Harrington | 1 | 1980 |

F (zº)= z), and Zi#* j for i# j. If Zl# co the k-cycle is said to be attrac MF Barnsley, AN Harrington Differential Equations, 37, 2000 | | 2000 |