LMFDB - Complex character search results

Refine search

Degree	Type	Faithful	Conductor

Group	Image	Image Order (Kernel Index)	Kernel Order

Center Order	Center Index

		Sort order	Select

Results (1-50 of 117 matches)

Next Download displayed columns for results to

Label	Degree	Type	Conductor	Field of Traces	$\Q$-character	Group	Image	Image Order	Kernel	Kernel Order	Center	Center Order	Center Index	Schur Index
462.11.1a	$1$	R	$1$	$\Q$	462.11.1a	$D_{231}$	$C_1$	$1$	1.a1.a1	$462$	1.a1.a1	$462$	$1$	$1$
462.11.1b	$1$	R	$1$	$\Q$	462.11.1b	$D_{231}$	$C_2$	$2$	2.a1.a1	$231$	1.a1.a1	$462$	$1$	$1$
462.11.2a	$2$	R	$1$	$\Q$	462.11.2a	$D_{231}$	$S_3$	$6$	6.a1.a1	$77$	6.a1.a1	$77$	$6$	$1$
462.11.2b1	$2$	R	$7$	$\Q(\zeta_{7})^+$	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2b2	$2$	R	$7$	$\Q(\zeta_{7})^+$	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2b3	$2$	R	$7$	$\Q(\zeta_{7})^+$	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2c1	$2$	R	$11$	$\Q(\zeta_{11})^+$	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c2	$2$	R	$11$	$\Q(\zeta_{11})^+$	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c3	$2$	R	$11$	$\Q(\zeta_{11})^+$	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c4	$2$	R	$11$	$\Q(\zeta_{11})^+$	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c5	$2$	R	$11$	$\Q(\zeta_{11})^+$	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2d1	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d2	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d3	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d4	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d5	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d6	$2$	R	$21$	$\Q(\zeta_{21})^+$	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2e1	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e10	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e2	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e3	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e4	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e5	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e6	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e7	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e8	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e9	$2$	R	$33$	$\Q(\zeta_{33})^+$	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2f1	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f10	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f11	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f12	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f13	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f14	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f15	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f16	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f17	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f18	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f19	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f2	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f20	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f21	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f22	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f23	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f24	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f25	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f26	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f27	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f28	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f29	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f3	$2$	R	$77$	$\Q(\zeta_{77})^+$	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$

Next Download displayed columns for results to

Overview	Random
Universe	Knowledge

Classical	Maass
Hilbert	Bianchi

Elliptic curves over $\Q$
Elliptic curves over $\Q(\alpha)$
Genus 2 curves over $\Q$
Higher genus families
Abelian varieties over $\F_{q}$
Belyi maps

Introduction

L-functions

Modular forms

Varieties

Fields

Representations

Groups

Database

Learn more

Refine search

Results (1-50 of 117 matches)

This project is supported by grants from the US National Science Foundation, the UK Engineering and Physical Sciences Research Council, and the Simons Foundation.

Label	Degree	Type	Conductor	Field of Traces	$\Q$-character	Group	Image	Image Order	Kernel	Kernel Order	Center	Center Order	Center Index	Schur Index
462.11.1a	$1$	R	$1$	\(\Q\)	462.11.1a	$D_{231}$	$C_1$	$1$	1.a1.a1	$462$	1.a1.a1	$462$	$1$	$1$
462.11.1b	$1$	R	$1$	\(\Q\)	462.11.1b	$D_{231}$	$C_2$	$2$	2.a1.a1	$231$	1.a1.a1	$462$	$1$	$1$
462.11.2a	$2$	R	$1$	\(\Q\)	462.11.2a	$D_{231}$	$S_3$	$6$	6.a1.a1	$77$	6.a1.a1	$77$	$6$	$1$
462.11.2b1	$2$	R	$7$	\(\Q(\zeta_{7})^+\)	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2b2	$2$	R	$7$	\(\Q(\zeta_{7})^+\)	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2b3	$2$	R	$7$	\(\Q(\zeta_{7})^+\)	462.11.2b	$D_{231}$	$D_7$	$14$	14.a1.a1	$33$	14.a1.a1	$33$	$14$	$1$
462.11.2c1	$2$	R	$11$	\(\Q(\zeta_{11})^+\)	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c2	$2$	R	$11$	\(\Q(\zeta_{11})^+\)	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c3	$2$	R	$11$	\(\Q(\zeta_{11})^+\)	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c4	$2$	R	$11$	\(\Q(\zeta_{11})^+\)	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2c5	$2$	R	$11$	\(\Q(\zeta_{11})^+\)	462.11.2c	$D_{231}$	$D_{11}$	$22$	22.a1.a1	$21$	22.a1.a1	$21$	$22$	$1$
462.11.2d1	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d2	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d3	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d4	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d5	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2d6	$2$	R	$21$	\(\Q(\zeta_{21})^+\)	462.11.2d	$D_{231}$	$D_{21}$	$42$	42.a1.a1	$11$	42.a1.a1	$11$	$42$	$1$
462.11.2e1	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e10	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e2	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e3	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e4	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e5	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e6	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e7	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e8	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2e9	$2$	R	$33$	\(\Q(\zeta_{33})^+\)	462.11.2e	$D_{231}$	$D_{33}$	$66$	66.a1.a1	$7$	66.a1.a1	$7$	$66$	$1$
462.11.2f1	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f10	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f11	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f12	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f13	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f14	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f15	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f16	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f17	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f18	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f19	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f2	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f20	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f21	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f22	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f23	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f24	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f25	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f26	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f27	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f28	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f29	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$
462.11.2f3	$2$	R	$77$	\(\Q(\zeta_{77})^+\)	462.11.2f	$D_{231}$	$D_{77}$	$154$	154.a1.a1	$3$	154.a1.a1	$3$	$154$	$1$