Heinrich Massold und Diophantine Approximation - Info zur Person

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[math ] Diophantine Approximation on projective Varieties I:...

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von H Massold · — From: Heinrich Massold [view email] [v1] Thu, 23 Nov :43:12 UTC (41 KB) [v2] Sun, 26 Nov :05:15 UTC (41 KB) › math

Diophantine Approximation on varieties V: Algebraic independence...

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Diophantine Approximation on varieties V: Algebraic independence criteria. Authors: Heinrich Massold. Publication date (Created): ArXiV ID: ...

[ ] Diophantine Approximation of non-algebraic points on...

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Authors: Heinrich Massold. (Submitted on 11 Nov 2007). Abstract: Because of its ineffectiveness, the usual arithmetic Hilbert-Samuel formula is ...

[ ] Diophantine Approximation on varieties III: Approximation...

arxiv.org

From: Heinrich Massold [view email] [v1] Fri, 23 Nov :35:06 GMT (32kb). Which authors of this paper are endorsers? | Disable MathJax (What is MathJax ...

Diophantine Approximation on Varieties IV: Derivated algebraic...

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The metric Bezout Theorem proved in an earlier paper can be extended to a derivative version that compares derivatives of the algebraic distance of a point...

Diophantine Approximation on varieties V: Algebraic independence...

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Diophantine Approximation on varieties V: Algebraic independence criteria. by Heinrich Massold. Publication date Collection arxiv; additional_collections; journals. Language English. For a tuple $(\theta_1,..,\theta_M)$ of complex number, buliding on the approximation techniques in earlier papers of this series ...

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[math ] Diophantine Approximation on projective Varieties I:...

Diophantine Approximation on varieties V: Algebraic independence...

[ ] Diophantine Approximation of non-algebraic points on...

[ ] Diophantine Approximation on varieties III: Approximation...

Diophantine Approximation on Varieties IV: Derivated algebraic...

Diophantine Approximation on varieties V: Algebraic independence...

%0 Journal Article %T Diophantine Approximation on Varieties IV ...

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[PDF] Diophantine Approximation on projective Varieties I: Algebraic...

Diophantine Approximation of non-algebraic points on varieties II:...

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