# Arthur E. Fischer

## Affiliations: | 1969 | Mathematics | University of California, Santa Cruz, Santa Cruz, CA, United States |

##### Website:

http://www.math.ucsc.edu/faculty-research/singleton.php?&singleton=true&cruz_id=aef##### Google:

"Arthur Elliot Fischer"##### Bio:

https://archive.org/stream/JohnArchibaldWheelerAStudyOfMentoringInModernPhysics/JohnArchibaldWheeler-AStudyInMentoring-Part03-AppendicesCDAndE#page/n7/mode/2up

http://adsabs.harvard.edu/abs/1969PhDT........53F

## Mean distance: 9.95 | S | N | B | C | P |

#### Parents

Sign in to add mentorJohn Archibald Wheeler | grad student | 1969 | Princeton | |

(The Theory of Superspace I. Statics) |

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#### Publications

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Fischer AE. (2018) Friedmann’s equation and the creation of the universe International Journal of Modern Physics D. 27: 1847013 |

Fischer AE. (2004) An introduction to conformal Ricci flow Classical and Quantum Gravity. 21: S171-S218 |

Fischer AE, Moncrief V. (2002) Hamiltonian reduction and perturbations of continuously self-similar (n + 1)-dimensional Einstein vacuum spacetimes Classical and Quantum Gravity. 19: 5557-5589 |

Fischer AE, Moncrief V. (2001) The phase portrait of the reduced Einstein equations International Journal of Modern Physics D. 10: 825-831 |

Fischer AE, Moncrief V. (2001) The reduced Einstein equations and the conformal volume collapse of 3-manifolds Classical and Quantum Gravity. 18: 4493-4515 |

Fischer AE, Moncrief V. (2000) Hamiltonian reduction, the Einstein flow, and collapse of 3-manifolds Nuclear Physics B - Proceedings Supplements. 88: 83-102 |

Fischer AE, Moncrief V. (1999) The Einstein flow, the σ-constant and the geometrization of 3-manifolds Classical and Quantum Gravity. 16: L79-L87 |

Fischer AE, Moncrief V. (1997) Hamiltonian reduction of Einstein's equations of general relativity Nuclear Physics B - Proceedings Supplements. 57: 142-161 |

Fischer AE, Moncrief V. (1996) Quantum conformal superspace General Relativity and Gravitation. 28: 221-237 |

Fischer AE, Moncrief V. (1996) A method of reduction of Einstein's equations of evolution and a natural symplectic structure on the space of gravitational degrees of freedom General Relativity and Gravitation. 28: 207-219 |