Here is a list of the topics students who are in my Complex Analysis course Spring 1996 wrote papers on.

Name | |
---|---|

Esau BERUMEN | Complex Form of the Fourier Series |

Tae CHALKER | Fun With Branch Cuts |

Cameron COOPER | Graphical Implementation of Linear Fractional Transformations |

Wilbert GARCIA | Cauchy-Riemann Equations |

Phil HAACK | Augustin-Louis Cauchy: An analysis of a complex man and his residues |

Claudia INMAN | Laurent Series |

Sam LOPEZ | The History of the Imaginary Number i |

Katy MARTIN | Fluid Flow |

Lee MCPHERSON | Cauchy's Integral Formula versus Cauchy Residue Formula |

Esmeralda MUNOZ | The Implications of z^z Being a Real Number |

Corey PORTER | Drawing pretty pictures with complex numbers |

Dan REEVES | Complex numbers; Real Results |

Han SO | The Origin of sqrt(-1) |

Brad SPEER | The Principle of Path Independence: a Theoretical Approach |

Ben SUGERMAN | Applications of mappings to electrostatics |

Eric SUNDBERG | Applying Cauchy's Theorem to a Real improper integral |

Suzanne TONNIS | Cauchy and the Cauchy-Riemann equations |