class number formula造句

This is the most general " class number formula ".
Chapter 5 contains Dirichlet's derivation of the class number formula for real and imaginary quadratic fields.
In order to perform this matching, Wiles had to create a class number formula ( CNF ).
In particular cases, for example when is a cyclotomic extension of, there are particular and more refined class number formulas.
In a couple of papers in 1838 and 1839 he proved the first class number formula, for quadratic forms ( later refined by his student Kronecker ).
It's difficult to find class number formula in a sentence. 用class number formula造句挺难的

Because of the analytic class number formula, data on Siegel zeroes have a direct impact on the class number problem, of giving lower bounds for class numbers.
:"'Theorem ( Class Number Formula ) . "'function defined for all complex with only one simple pole at 1 } }, with residue
By the Kronecker Weber theorem, all the values required for an "'analytic class number formula "'occur already when the cyclotomic fields are considered.
Peter Gustav Lejeune Dirichlet published a proof of the class number formula for quadratic fields in 1839, but it was stated in the language of quadratic forms rather than classes of ideals.
It is usually much easier to calculate the product " hR " of the class number " h " and the regulator using the class number formula, and the main difficulty in calculating the class number of an algebraic number field is usually the calculation of the regulator.