1-1-1.1-r0-0-0 |
Riemann zeta function |

1-5-5.4-r0-0-0 |
Second smallest analytic conductor among degree 1 L-functions |

2-23-23.22-c0-0-0 |
Smallest analytic conductor among primitive algebraic degree 2 L-functions |

2-52-52.3-c0-0-0 |
Non-self-dual primitive algebraic degree 2 L-function of smallest analytic conductor |

1-3-3.2-r1-0-0 |
Second highest lowest zero among degree 1 L-functions |

3-1-1.1-r0e3-p0.17p16.40m16.57-0 |
Signature (0,0,0;) with smallest analytic conductor |

4-1088-1.1-c1e2-0-0 |
Degree 4 L-function arising an elliptic curve and a genus 2 curve |

4-3319-1.1-c1e2-0-0 |
Degree 4 primitive L-function of analytic rank 2 with smallest conductor |

2-13-1.1-c3-0-2 |
Degree 2, weight $\gt 1$, Rank 1 L-function of smallest conductor |

2-1-1.1-c11-0-0 |
Highest lowest zero among primitive algebraic degree 2 L-functions |

4-1-1.1-r0e4-m0.82m8.13m14.59p23.54-0 |
Highest lowest zero for L-functions of signature (0,0,0,0;) |

4-1-1.1-r0e4-c4.72c12.47-0 |
Large gap between nontrivial zeros |

3-1-1.1-r0e3-m4.76m13.60p18.36-0 |
Highest lowest zero for L-functions of signature (0,0,0;) |

2-127-1.1-c3-0-30 |
Degree 2, weight $\gt 1$, Rank 2 L-function of smallest conductor |

degree4.1.34260324 |
Large gap between nontrivial zeros |

riemann |
Browse zeta zeros |

riemann.zeta |
The prototype L-function |