Title | Interaction functionals, Glimm approximations and Lagrangian structure of BV solutions for Hyperbolic Systems of Conservations Laws |

Publication Type | Thesis |

Year of Publication | 2015 |

Authors | Modena, S |

University | SISSA |

Keywords | Hyperbolic conservation laws |

Abstract | This thesis is a contribution to the mathematical theory of Hyperbolic Conservation Laws. Three are the main results which we collect in this work. The first and the second result (denoted in the thesis by Theorem A and Theorem B respectively) deal with the following problem. The most comprehensive result about existence, uniqueness and stability of the solution to the Cauchy problem \begin{equation}\tag{$\mathcal C$} |

URL | http://urania.sissa.it/xmlui/handle/1963/34542 |

Custom 1 | 34739 |

Custom 2 | Mathematics |

Custom 4 | 1 |

Custom 5 | MAT/05 |

Custom 6 | Submitted by smodena@sissa.it (smodena@sissa.it) on 2015-09-22T13:24:32Z |