On the Partial Generalization of the Measure of Transcendence of Some Formal Laurent Series
- Ahmet Özdemir
DOIAbstract
In this work, we determine the trallscendence measure of the formal Laurent series "that" [...
In this work, we determine the trallscendence measure of the formal Laurent series "that" [...
International audienceA generalization of Lüroth's theorem expresses that every transcendence degree...
AbstractWe give a generalized and effective version of the Theorem of G. Christol, T. Kamae, M. Mend...
AbstractAn algorithm is considered, and shown to lead to various unusual and unique series expansion...
AbstractWe give transcendence measures for almost all elements of Fq((1/T)), the field of formal pow...
Abstract We present a completely explicit transcendence measure for e. This is a continuation and a...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
In this study, we consider some power series with rational coefficients and investigate transcendenc...
AbstractWe give a new criterion of transcendence in positive characteristic. This criterion is relat...
AbstractWe study formal Laurent series which are better approximated by their Oppenheim convergents....
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the ...
AbstractThe formal power series[formula]is transcendental over Q(X) whentis an integer ≥2. This is d...
In 1932, Mahler introduced a classification of transcendental numbers that pertained to both complex...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
AbstractIn a recent paper, the first and third author proved a central limit theorem for the number ...
AbstractB. deMathan (1970, Bull. Soc. Math. France Supl. Mem.21) proved that Khintchine’s Theorem ha...
International audienceA generalization of Lüroth's theorem expresses that every transcendence degree...
AbstractWe give a generalized and effective version of the Theorem of G. Christol, T. Kamae, M. Mend...
AbstractAn algorithm is considered, and shown to lead to various unusual and unique series expansion...
AbstractWe give transcendence measures for almost all elements of Fq((1/T)), the field of formal pow...
Abstract We present a completely explicit transcendence measure for e. This is a continuation and a...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
In this study, we consider some power series with rational coefficients and investigate transcendenc...
AbstractWe give a new criterion of transcendence in positive characteristic. This criterion is relat...
AbstractWe study formal Laurent series which are better approximated by their Oppenheim convergents....
AbstractA sightly improved classical transcendence measure for e will be given, by showing that the ...
AbstractThe formal power series[formula]is transcendental over Q(X) whentis an integer ≥2. This is d...
In 1932, Mahler introduced a classification of transcendental numbers that pertained to both complex...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
AbstractIn a recent paper, the first and third author proved a central limit theorem for the number ...
AbstractB. deMathan (1970, Bull. Soc. Math. France Supl. Mem.21) proved that Khintchine’s Theorem ha...
International audienceA generalization of Lüroth's theorem expresses that every transcendence degree...
AbstractWe give a generalized and effective version of the Theorem of G. Christol, T. Kamae, M. Mend...
AbstractAn algorithm is considered, and shown to lead to various unusual and unique series expansion...
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