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 \(K=\) \(\Q(\sqrt{-3}) \).

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 90698 levels, showing only levels with positive cuspidal dimension.

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  weight 2
level label norm $d$ $n$
73.1 73 1 1
73.2 73 1 1
75.1 75 1 1
121.1 121 1 1
124.1 124 1 1
124.2 124 1 1
147.2 147 1 1
171.1 171 1 1
171.2 171 1 1
192.1 192 1 1
196.2 196 1 1
219.1 219 2 0
219.2 219 2 0
225.1 225 2 0
228.1 228 1 1
228.2 228 1 1
241.1 241 1 1
241.2 241 1 1
273.1 273 1 1
273.2 273 1 1
273.3 273 1 1
273.4 273 1 1
283.1 283 1 1
283.2 283 1 1
289.1 289 1 1
292.1 292 2 0
292.2 292 2 0
300.1 300 3 1
324.1 324 1 1
343.2 343 1 1
343.3 343 1 1
361.2 361 1 1
363.1 363 3 1
372.1 372 2 0
372.2 372 2 0
379.1 379 1 1
379.2 379 1 1
399.2 399 1 1
399.3 399 1 1
400.1 400 1 1
412.1 412 1 1
412.2 412 1 1
417.1 417 1 1
417.2 417 1 1
441.2 441 3 1
475.1 475 1 1
475.2 475 1 1
481.2 481 1 1
481.3 481 1 1
484.1 484 2 0

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