An explicit basis of modular units on X1(p) is constructed, yielding computations of the cuspidal group and its rational subgroup for all primes from 11 to 997.
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Modular Units on $X_{1}( p)$ and Quotients of the Cuspidal Group
An explicit basis of modular units on X1(p) is constructed, yielding computations of the cuspidal group and its rational subgroup for all primes from 11 to 997.