Title | Normal matrix models and orthogonal polynomials for a class of potentials with discrete rotational symmetries |

Publication Type | Thesis |

Year of Publication | 2015 |

Authors | Merzi, D |

University | SISSA |

Keywords | Mathematical Physics |

Abstract | In this thesis we are going to study normal random matrix models which generalize naturally the polynomially perturbed Ginibre ensamble, focusing in particular on their eigenvalue distribution and on the asymptotics of the associated orthogonal polynomials. \\ |

Custom 1 | 34938 |

Custom 2 | Mathematics |

Custom 4 | 1 |

Custom 5 | MAT/07 |

Custom 6 | Submitted by Dario Merzi (dmerzi@sissa.it) on 2015-10-24T00:25:34Z |

Research Group: