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Order, 2008
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Combinatorica, 1993
For even \(n\), let \(p(n)\) denote the number of partitions of \(n\) and \(G(n)\) denote the number of graphical partitions of \(n\). A partition \(\pi=(\lambda_1,\lambda_2,\dots,\lambda_m)\) is graphical if there exists a graph with degree sequence \(\pi\). The authors discuss progress and possible lines in enquiry on the questions of whether or not \
Paul Erdös, L. Bruce Richmond
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For even \(n\), let \(p(n)\) denote the number of partitions of \(n\) and \(G(n)\) denote the number of graphical partitions of \(n\). A partition \(\pi=(\lambda_1,\lambda_2,\dots,\lambda_m)\) is graphical if there exists a graph with degree sequence \(\pi\). The authors discuss progress and possible lines in enquiry on the questions of whether or not \
Paul Erdös, L. Bruce Richmond
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2010
The chapter is structured as follows: I. Interpretative categories I.1 Dividing without partitioning I.2 Applied forms of partitions I.3 The fragility of terminology II. The attractiveness of partition II.1 The interaction of statehood and nationhood II.2 Equality and inequality in partitioning processes II.3 Multiplying states or the attractiveness of
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The chapter is structured as follows: I. Interpretative categories I.1 Dividing without partitioning I.2 Applied forms of partitions I.3 The fragility of terminology II. The attractiveness of partition II.1 The interaction of statehood and nationhood II.2 Equality and inequality in partitioning processes II.3 Multiplying states or the attractiveness of
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Metric spaces of partitions, and Caccioppoli partitions
2002zbMATH Open Web Interface contents unavailable due to conflicting licenses.
LEONARDI, Gian Paolo, TAMANINI I.
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Partitive objects in negative contexts in Northern Italian Dialects
Linguistics, 2020Jacopo Garzonio, Cecilia Poletto
exaly
On “partitive dislocation” in Sardinian: A Romance and Minimalist perspective
Linguistics, 2020Guido Mensching
exaly