International audienceThe 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
AbstractThis paper discusses an application of Minkowski's theory of the successive minima in the ge...
This impressive volume is dedicated to Mel Nathanson, a leading authoritative expert for several dec...
AbstractThis is an improvement on some estimates of exponential polynomials proved by Gelfond, Mahle...
International audienceThe first part of this paper is a survey on Ramachandra's contribution to tran...
International audienceThe title of this lecture refers to Ramachandra's paper in Acta Arithmetica [R...
International audienceWe give a brief survey of three papers of K. Ramachandra in algebraic number t...
This book provides an introduction to the topic of transcendental numbers for upper-level undergradu...
There was a conference organised at the Institite of Mathematical Sciences, Chennai in 1997 on the o...
Transcendental numbers play an important role in many areas of science. This paper contains a short ...
Bringing toghether mathematical and philosophical ideas related to transcendental numbers, this pape...
International audienceThis is a survey article covering certain important mathematical contributions...
This paper reports on some recent contributions to the theory of multiplicative arithmetic semigro...
This book, in honor of Hari M. Srivastava, discusses essential developments in mathematical research...
This centennial tribute commemorates Ramanujan the man and Ramanujan the mathematician. A brief acco...
In 1999, the second author of this remarks published a book over 30 of Smarandache's problems in are...
AbstractThis paper discusses an application of Minkowski's theory of the successive minima in the ge...
This impressive volume is dedicated to Mel Nathanson, a leading authoritative expert for several dec...
AbstractThis is an improvement on some estimates of exponential polynomials proved by Gelfond, Mahle...
International audienceThe first part of this paper is a survey on Ramachandra's contribution to tran...
International audienceThe title of this lecture refers to Ramachandra's paper in Acta Arithmetica [R...
International audienceWe give a brief survey of three papers of K. Ramachandra in algebraic number t...
This book provides an introduction to the topic of transcendental numbers for upper-level undergradu...
There was a conference organised at the Institite of Mathematical Sciences, Chennai in 1997 on the o...
Transcendental numbers play an important role in many areas of science. This paper contains a short ...
Bringing toghether mathematical and philosophical ideas related to transcendental numbers, this pape...
International audienceThis is a survey article covering certain important mathematical contributions...
This paper reports on some recent contributions to the theory of multiplicative arithmetic semigro...
This book, in honor of Hari M. Srivastava, discusses essential developments in mathematical research...
This centennial tribute commemorates Ramanujan the man and Ramanujan the mathematician. A brief acco...
In 1999, the second author of this remarks published a book over 30 of Smarandache's problems in are...
AbstractThis paper discusses an application of Minkowski's theory of the successive minima in the ge...
This impressive volume is dedicated to Mel Nathanson, a leading authoritative expert for several dec...
AbstractThis is an improvement on some estimates of exponential polynomials proved by Gelfond, Mahle...