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He obtained a sequence of vector fields L p , ( p being positive or negative integer) acting on the set of functions univalent inside the unit disk.. The full collection is available
Stevens, p-adic L-functions and p-adic periods of modular forms , Invent. Hida, Iwasawa modules attached to congruences of cusp forms
We also remark that, as in [7], one can use lower bounds on linear forms in p -adic logarithms to obtain an “individual” lower bound on P ( n !+2 n − 1).. Harman, The
The table also contains the explicit reduced definite positive binary forms and the corresponding points for determinants 8 and 20.... Bayer , Quaternion orders, quadratic forms
Using known estimates for linear forms in p-adic logarithms, we prove that a previous result, con- cerning the particular case of quadratic numbers, is close to be the best
In this article we study the problem of finding such finite groups that the modular forms associated with all elements of these groups by means of a certain faithful representation
The problem of finding explicit representations for the Drazin inverse of a general 2 × 2 block matrix in terms of its blocks was posed by Campbell and Meyer in [2].. Since
In the context of invertible M-matrices (i.e., when B ≥ 0), condition (ii) of Theorem 4.3 is associated with diagonal dominance of AD because the diagonal entries are positive and
