Table of the dimensions of the spaces of Bianchi cusp forms for \(\Gamma_0(\mathfrak{n})\subseteq \GL(2,\mathcal{O}_K)\) for levels \(\mathfrak{n}\) ordered by norm, over \(K=\) \(\Q(\sqrt{-1}) \).

Each level label is a link to a page showing further details of the spaces of cusp forms for that level.

For each weight $w$, we show both the dimension $d$ of the space of cusp forms of weight $w$, and the dimension $n$ of the new subspace.

Displaying items 1-50 of 78549 levels, showing only levels with positive cuspidal dimension.

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  weight 2
level label norm $d$ $n$
65.2 65 1 1
65.3 65 1 1
72.1 72 1 1
98.1 98 1 1
100.2 100 1 1
106.1 106 1 1
106.2 106 1 1
121.1 121 1 1
130.1 130 1 1
130.2 130 2 0
130.3 130 2 0
130.4 130 1 1
144.1 144 2 0
160.1 160 1 1
160.2 160 1 1
164.1 164 1 1
164.2 164 1 1
194.1 194 2 2
194.2 194 2 2
196.1 196 2 0
200.2 200 3 1
212.1 212 2 0
212.2 212 2 0
225.2 225 1 1
233.1 233 1 1
233.2 233 1 1
242.1 242 2 0
257.1 257 1 1
257.2 257 1 1
260.1 260 2 0
260.2 260 3 0
260.3 260 3 0
260.4 260 2 0
265.1 265 1 1
265.4 265 1 1
272.1 272 1 1
272.2 272 1 1
277.1 277 1 1
277.2 277 1 1
288.1 288 3 0
289.2 289 1 1
290.2 290 1 1
290.3 290 1 1
314.1 314 1 1
314.2 314 1 1
320.1 320 2 0
320.2 320 2 0
324.1 324 1 1
325.2 325 2 0
325.6 325 1 1

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