
The first part of this paper is a survey on Ramachandra's contribution to transcendental number theory included in his 1968 paper in Acta Arithmetica. It includes a discussion of pseudo-algebraic points of algebraically additive functions. The second part deals with applications to density statements related with a conjecture due to B.~Mazur. The next part is a survey of other contributions of Ramachandra to transcendence questions (on the numbers $2^{\pi^k}$, a note on Baker's method, an easy transcendence measure for $e$). Finally, related open questions are raised.
Schneider's method, Transcendental numbers, Hilbert's seventh problem, [MATH] Mathematics [math], transcendental number theory, elliptic functions, six exponentials theorem, additive functions, four exponentials conjecture, Hilbert�s seventh problem, [MATH.MATH-NT] Mathematics [math]/Number Theory [math.NT]
Schneider's method, Transcendental numbers, Hilbert's seventh problem, [MATH] Mathematics [math], transcendental number theory, elliptic functions, six exponentials theorem, additive functions, four exponentials conjecture, Hilbert�s seventh problem, [MATH.MATH-NT] Mathematics [math]/Number Theory [math.NT]
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