AbstractWe study the algebraic independence of two inductively defined sets. Under the hypothesis of Schanuel's conjecture we prove that the exponential power tower E and its related logarithmic tower L are linearly disjoint
AbstractLet ψ(x) denote the digamma function. We study the linear independence of ψ(x) at rational a...
In this paper we prove Shapiro's 1958 Conjecture on exponential polynomials, assuming Schanuel's Con...
AbstractA list of complex numbers is multiplicatively independent if no integral–exponent power prod...
AbstractWe study the algebraic independence of two inductively defined sets. Under the hypothesis of...
In last years Schanuel's Conjecture has played a fundamental role in Transcendental Number Theory an...
International audienceWe introduce and discuss a variant of Schanuel conjecture in the framework of ...
We introduce and discuss a variant of Schanuel conjecture in the framework of the Carlitz exponentia...
In last years Schanuel's Conjecture has played a fundamental role in Transcendental Number Theory an...
I prove a version of Schanuel's conjecture for Weierstrass equations in differential fields, answeri...
A uniform version of the Schanuel conjecture is discussed that has some model-theoretical motivation...
We consider a valued field of characteristic 0 with embedded residue field. We fix an additive compl...
In this article we study an abelian analogue of Schanuel's conjecture. This conjecture falls in the ...
Abstract. We prove the analogue of Schanuel�s conjecture for raising to the power of an exponentia...
In this paper we prove, modulo Schanuel's Conjecture, that there are algorithms which decide if two ...
We prove the analogue of Schanuel’s conjecture for raising to the power of an exponentially transcen...
AbstractLet ψ(x) denote the digamma function. We study the linear independence of ψ(x) at rational a...
In this paper we prove Shapiro's 1958 Conjecture on exponential polynomials, assuming Schanuel's Con...
AbstractA list of complex numbers is multiplicatively independent if no integral–exponent power prod...
AbstractWe study the algebraic independence of two inductively defined sets. Under the hypothesis of...
In last years Schanuel's Conjecture has played a fundamental role in Transcendental Number Theory an...
International audienceWe introduce and discuss a variant of Schanuel conjecture in the framework of ...
We introduce and discuss a variant of Schanuel conjecture in the framework of the Carlitz exponentia...
In last years Schanuel's Conjecture has played a fundamental role in Transcendental Number Theory an...
I prove a version of Schanuel's conjecture for Weierstrass equations in differential fields, answeri...
A uniform version of the Schanuel conjecture is discussed that has some model-theoretical motivation...
We consider a valued field of characteristic 0 with embedded residue field. We fix an additive compl...
In this article we study an abelian analogue of Schanuel's conjecture. This conjecture falls in the ...
Abstract. We prove the analogue of Schanuel�s conjecture for raising to the power of an exponentia...
In this paper we prove, modulo Schanuel's Conjecture, that there are algorithms which decide if two ...
We prove the analogue of Schanuel’s conjecture for raising to the power of an exponentially transcen...
AbstractLet ψ(x) denote the digamma function. We study the linear independence of ψ(x) at rational a...
In this paper we prove Shapiro's 1958 Conjecture on exponential polynomials, assuming Schanuel's Con...
AbstractA list of complex numbers is multiplicatively independent if no integral–exponent power prod...
DOI
Add to ORKG