Titlebook: Diophantine Approximation; Festschrift for Wolf Hans Peter Schlickewei,Klaus Schmidt,Robert F. Tic Conference proceedings 2008 Springer-Ver

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Diophantine Approximation978-3-211-74280-8Series ISSN 1389-2177 Series E-ISSN 2197-795X

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Introduction: Urban Developmentsearch paper containing proofs for new results (Sections 5–8). I use many different sources; to make the reader’s life easier, I decided to keep the paper (more-or-less) self-contained - this explains the considerable length.

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Adil Mohammed Khan,Ishrat Islam L.-discrepancy . where for every . = (y.,..., . .) ∈ . ., the local discrepancy . is given by . Here . is a rectangular box of volume vol . y1... . ., and #(.) denotes the number of points of a set ., counted with multiplicity.

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Spatial Dynamics of European Integratione. We may replace every standard .-nomial by any of its constant multiples, and the theorems would still be valid. We call . ., ..., . .) the exponent .-tuple of . Note that if . is a standard .-nomial, but not a standard (.-1)-nomial, then its exponent .-tuple is uniquely determined. Let

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https://doi.org/10.1007/978-3-211-74280-8Algebra; Diophantine; Diophantine approximation; Festschrift; Number Theory; Tichy; Wolfgang Schmidt; conti

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978-3-211-99909-7Springer-Verlag Vienna 2008

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