DOIAbstract
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the absolute constant in Mahler′s measure can be taken to be 1. We also give an improved linear independence measure for the system 1, e,..., en
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the absolute constant in Mahler′s measure can be taken to be 1. We also give an improved linear independence measure for the system 1, e,..., en
AbstractWe give a new criterion of transcendence in positive characteristic. This criterion is relat...
We prove the conjectural relations between Mahler measures and L-values of elliptic curves of conduc...
We introduce a formula for the Mahler measure of axy + bx + cy + d with complex coefficients a, b, c...
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the ...
Abstract We present a completely explicit transcendence measure for e. This is a continuation and a...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
Abstract We estimate the linear independence measures for the values of a class of Mahler functions...
International audienceHere we propose a survey on Mahler's theory for transcendence and algebraic in...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN004609 / BLDSC - British Library D...
Theory of transcendental numbers has been considered in the paper. The estimation of the transcenden...
We give a simple inequality relating the elliptic Mahler measure of a polynomial to the traditional ...
International audienceAdopting the Mahler measure from number theory, we introduce it to toric quive...
Item does not contain fulltextThe Mahler measure is a fascinating notion and an exciting topic in co...
International audienceIf the total degree of a polynomial in n ≥ 2 variables of dimension n s bounde...
Mahler\u27s measure is a function defined on polynomials, which measures the extent to which their r...
AbstractWe give a new criterion of transcendence in positive characteristic. This criterion is relat...
We prove the conjectural relations between Mahler measures and L-values of elliptic curves of conduc...
We introduce a formula for the Mahler measure of axy + bx + cy + d with complex coefficients a, b, c...
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the ...
Abstract We present a completely explicit transcendence measure for e. This is a continuation and a...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
Abstract We estimate the linear independence measures for the values of a class of Mahler functions...
International audienceHere we propose a survey on Mahler's theory for transcendence and algebraic in...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN004609 / BLDSC - British Library D...
Theory of transcendental numbers has been considered in the paper. The estimation of the transcenden...
We give a simple inequality relating the elliptic Mahler measure of a polynomial to the traditional ...
International audienceAdopting the Mahler measure from number theory, we introduce it to toric quive...
Item does not contain fulltextThe Mahler measure is a fascinating notion and an exciting topic in co...
International audienceIf the total degree of a polynomial in n ≥ 2 variables of dimension n s bounde...
Mahler\u27s measure is a function defined on polynomials, which measures the extent to which their r...
AbstractWe give a new criterion of transcendence in positive characteristic. This criterion is relat...
We prove the conjectural relations between Mahler measures and L-values of elliptic curves of conduc...
We introduce a formula for the Mahler measure of axy + bx + cy + d with complex coefficients a, b, c...
Add to ORKG