Mario Huicochea
Published 2015-11-30Version 1
Linear forms in logarithms over connected commutative algebraic groups over the algebraic numbers field have been studied widely. However, the theory of linear forms in logarithms over noncommutative algebraic groups have not been developed as the one of the commutative algebraic groups and in this paper we start studying linear forms in logarithms over affine groups.
Pair correlations of logarithms of integers
On the value-distribution of the difference between logarithms of two symmetric power $L$-functions
On a Problem of Mahler Concerning the Approximation of Exponentials and Logarithms
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