The database currently contains 185,800 Bianchi modular forms of weight 2 over several imaginary quadratic fields. Here are some further statistics.
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Browse newforms by base field: \(\Q(\sqrt{-1})\), \(\Q(\sqrt{-2})\), \(\Q(\sqrt{-3})\), \(\Q(\sqrt{-7})\), \(\Q(\sqrt{-11})\)
Browse newform spaces by base field:
- \(\GL_2\) levels over \(\Q(\sqrt{-1})\), \(\Q(\sqrt{-2})\), \(\Q(\sqrt{-3})\), \(\Q(\sqrt{-7})\), \(\Q(\sqrt{-11})\)
- \(\SL_2\) levels over \(\Q(\sqrt{-1})\), \(\Q(\sqrt{-2})\), \(\Q(\sqrt{-3})\), \(\Q(\sqrt{-7})\), \(\Q(\sqrt{-11})\), \(\Q(\sqrt{-19})\), \(\Q(\sqrt{-43})\), \(\Q(\sqrt{-67})\), \(\Q(\sqrt{-163})\), \(\Q(\sqrt{-5})\)
Some interesting Bianchi modular forms or a random Bianchi modular form